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6th Grade Math Worksheets

Count on our printable 6th grade math worksheets with answer keys for a thorough practice. With strands drawn from vital math topics like ratio, multiplication, division, fractions, common factors and multiples, rational numbers, algebraic expressions, integers, one-step equations, ordered pairs in the four quadrants, and geometry skills like determining area, surface area, and volume, organizing numerical data as dot plots, histograms and box plots, finding mean, median, and quartiles of datasets, these pdfs become your often go-to place. Grab your ticket to a great start with our free math worksheets for grade 6 students!

Select Grade 6 Math Worksheets by Topic

Explore 4,600+ Sixth Grade Math Worksheets

Division | 4-Digit by 2-Digit and 3-Digit

Divide a 4-digit number by a 2-digit or 3-digit number, starting from the largest place value and dividing your way down to the last digit to find the quotient and remainder (if any).

• Download the set

Drawing Shapes to Represent the Ratio

Jazz up your ratio skills with our 6th grade math worksheet pdfs. Direct students to visually represent the terms of each ratio by sketching the specified number of shapes.

Multiplying Two Fractions by Cross Cancelling

Breaking down the numerator and denominator into prime factors, cross-cancelling the common factors, and multiplying the uncancelled parts of the fraction are all grade 6 learners are expected to do!

Expressing Decimals in Words | Up to Millionths

Let your understanding of decimal place value soar to new heights as you dive into these printable 6th grade math worksheets and express decimals up to millionths in words and vice versa.

Finding the GCF of Two Numbers

Follow the step-by-step process of finding the GCF by listing out all the factors of each pair of 2-digit numbers, then compare the factors, figure out the common ones and the greatest among them is your answer.

Representation of Integers

Laying a strong foundation in integers becomes easy with a touch of real-world offered in these grade 6 math pdf worksheets, where each scenario should be represented with a positive or negative integer.

One-Step Equation: Addition and Subtraction | Integers

Rearrange the equation, making the variable the subject, and take the integer constant to the other side and change its sign, add or subtract to find the value of the unknown variable.

Identifying Ordered Pairs in All Quadrants

Get acquainted with the coordinate plane, the four quadrants, and the ordered pairs. Identify the point representing each ordered pair in Part A; and locate and write the x-y coordinates of each point in part B.

Determining the Area of a Square

Equip grade 6 children with these printable math worksheets, if practice in determining the area of a square is on your mind. Get students to square the fractional side lengths and compute the area.

Identifying Nets of 3D Shapes

Get 6th grade learners to imagine folding the 2D nets presented in this printable math worksheet along the edges and visualize the 3D shapes that can be constructed from them.

• Grab the Worksheet

Surface Area using Nets | Counting Squares

Whether it is refining or testing skills in counting the unit squares to determine the surface area of rectangular prisms, cubes or triangular prisms from their nets, these pdfs serve the purpose.

Five-Number Summary

Descriptively analyze each dataset, by rearranging the values in ascending order and figuring out the maximum and minimum values, and the lower or 1st, median or 2nd, and upper or 3rd quartiles.

Division of 5-Digit Numbers by 1-Digit and 2-Digit Divisors

Push boundaries and brush up your division skills with adequate practice provided by these exercises in dividing 5-digit numbers with single and double-digit divisors.

Ratio Word Problems | Part-to-Part

Put your analytical skills to test with our 6th grade math worksheet pdfs. Study the data given in the pictogram and answer the set of questions detecting the part-to-part ratio in each scenario.

Multiplying Mixed Numbers and Fractions

Effortlessly multiply mixed numbers and fractions by converting the mixed numbers to improper fractions, cross cancelling the common factors and then multiplying what's left over.

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• 6th Grade Math Worksheets

6th Grade Printable Math Worksheets Pdf with Answers and Explanations

In this section, you’ll find some fantastic grade 6 th grade printable math worksheets pdf with answers and explanations that you can download for free and use with your kids. Our Sixth grade math worksheets with answers are perfect for practicing and mastering various Grade 6 math topics, such as whole numbers, multiplication, division, exponents and square roots, number theory, decimals, fractions, mixed numbers, etc .

You will find worksheets for every skill level, from easy to challenging, and with answers included.

Download our free sixth-grade math worksheets with answers

Choose your 6th-grade math topic:.

• Whole numbers

Multiplication

• Exponents and square roots
• Number theory
• Add & subtract decimals
• Multiply & divide decimals
• Fractions & mixed numbers
• Add & subtract fractions
• Multiply fractions
• Divide fractions
• Operations with integers
• Mixed operations
• Rational numbers
• Problems solving
• Ratio & proportions
• Percentages
• Measuring units
• Consumer math
• Telling time
• Coordinate graph
• Algebraic expressions
• One step equations
• Solving and graphing inequalities
• Two-step equations
• 2D Geometry
• Symmetry & transformation
• Geometry measurement
• Data and Graphs
• Probability

Samples of 6th Grade Printable Math Worksheets Pdf

Our sixth-grade math worksheets with answers are designed to help your kids practice and review their 6 th -grade math skills and prepare for tests and quizzes that require knowledge of fractions, decimals, ratios, integers, expressions, equations, coordinate planes, area, perimeter, volume, surface area, statistics, probability, etc .

These 6 th Grade Printable Math Worksheets Pdf with Answers and Explanations align with the common core standards and thoroughly review the essential skills and concepts for 6 th -grade math. There are fun and engaging. They also have colorful graphics, word problems, exciting exercises, and challenges to motivate your students. The content also has answer keys showing detailed steps and explanations for each problem. This way, your kids can check their work and learn from their mistakes.

Let's look at some of the worksheets you can get from this fabulous collection!

Grade 6 whole numbers worksheets

Whole numbers worksheets will help your kids review the place value of digits in whole numbers up to millions and how to write numbers in words and Roman numerals. It also has some problems in finding the greatest common factor and the least common multiple of two or more numbers. This is a great way to reinforce the basics of number sense and operations.

Grade 6 multiplication worksheets

Multiplication worksheets will challenge your kids to multiply three or more numbers using different strategies, such as grouping, distributive property, and area models. It also has some word problems that require them to apply their multiplication skills in real-life situations. This is a great way to develop their problem-solving and reasoning skills.

Grade 6 division worksheets

Division worksheets will help your kids practice dividing whole numbers by two-digit and three-digit divisors, as well as decimals by whole numbers. It also has some problems with estimating quotients and interpreting remainders. This is a great way to enhance their accuracy and fluency in the division.

Grade 6 exponents and square roots worksheets

Exponents and square roots worksheets will help your kids learn how to write multiplication expressions using exponents and convert them between standard form and scientific notation. The worksheets also include problems in finding the square root of perfect squares and estimating the square root of non-perfect squares. This is a great way to introduce them to powers and roots.

Grade 6 number theory worksheets

Number theory worksheets will help your kids learn how to write the prime factorization of numbers using exponents and identify prime and composite numbers. It also has some problems in finding the greatest common factor and the least common multiple of two or more numbers using prime factorization. This is a great way to deepen their understanding of number properties and relationships.

Grade 6 decimals worksheets

Decimals worksheets will help your kids review how to represent decimals on a number line and compare and order decimals. It also has some problems with adding, subtracting, multiplying, and dividing decimals using various methods. This is a great way to reinforce their skills in decimal operations.

Grade 6 fractions and mixed numbers worksheets

Fractions and mixed numbers worksheets will help your kids review how to represent fractions on a number line and compare and order fractions with like and unlike denominators. It also has some problems with adding, subtracting, multiplying, and dividing fractions and mixed numbers using various models and strategies. This is a great way to enhance their skills in fraction operations.

Grade 6 ratios worksheets

Ratios worksheets will help your kids compare quantities using ratios and rates and solve problems involving proportions and unit rates.

Grade 6 integers worksheets

Integers worksheets will help your kids to learn how to represent, compare, order, add, subtract, multiply, and divide positive and negative integers using various models and methods.

Grade 6 expressions and equations worksheets

Expressions and equations worksheets will help your kids to learn how to write, simplify, evaluate, and solve algebraic expressions and equations using properties of operations and inverse operations.

Grade 6 coordinate planes worksheets

Coordinate planes worksheets will help to plot points, identify quadrants, find distances, and graph linear equations on the coordinate plane.

Grade 6 area, perimeter, volume, and surface area worksheets

Area, perimeter, volume, and surface area worksheets will help your kids to learn how to find the area and perimeter of polygons, the volume and surface area of prisms and pyramids, and how to apply the formulas to real-world situations.

Grade 6 statistics and probability worksheets

Statistics and probability worksheets will help your kids to learn how to organize data using dot plots, histograms, box plots, mean, median, quartiles, interquartile range, and outliers, and how to calculate simple probabilities using fractions, decimals, percents, and ratios.

Download Grade 6 math worksheets pdf

These are just some Grade 6 Math Worksheets PDF you can download from this unique collection. Many more worksheets cover other topics such as ratio and proportions, integers, expressions, equations, coordinate planes, area and perimeter, nets of solid shapes, volume and surface area, statistics and probability, and more. You can download them all by clicking the link below each worksheet.

Our Grade 6 Math Worksheets PDF are an excellent resource for parents and teachers who want to help their children improve their math skills and confidence. They are also a great way to keep your child entertained during the summer break or any other time when they need extra math practice. They are suitable for homeschooling, tutoring, or classroom use.

So what are you waiting for? Download our Grade 6 Math Worksheets PDF today and watch your child's math skills soar! You will be amazed by how much they will learn and enjoy math with our worksheets. They will be ready for the challenges of grade 7 and beyond!

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6th Grade Math Worksheets Hub Page

Welcome to our 6th Grade Math Worksheets hub page.

This is a new hub page and currently under development - so there will be more 6th grade resources on the way soon!

Here you will find a wide range of free printable worksheets that follow the standards for 6th Grade .

Come and take a look at our adding subtracting fractions page, or our 6th grade math games page. Looking for some help with algebra? We have some basic algebra worksheets too.

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Here are the instructions how to enable JavaScript in your web browser .

• This page contains links to other Math webpages where you will find a range of activities and resources.
• If you can't find what you are looking for, try searching the site using the Google search box at the top of each page.

6th Grade Math Learning

Here are the standards for the end of the year for 6th Grade.

• Find the greatest common factor of whole numbers up to 100.
• Find the least common multiple of two whole numbers up to 12.
• Recognise opposite signs of numbers (positive and negative) as being on opposite sides of 0 on a number line.
• Recognise that the opposite of the opposite of a number is the number itself e.g. -(-7) = 7
• Understand a rational number as a point on a number line.
• Find and position rational numbers on a range of number lines.
• Understand the absolute value of a number.
• Write, interpret and explain statements about rational numbers, such as -3°C > -7°C
• Write and evaluate expressions involving whole number exponents.
• Fluently divide multi-digit numbers.
• Fluently add, subtract, multiply and divide multi-digit decimals using the standard algorithm.
• Find the percentage of a quantity as a rate per 100.
• Divide fractions by fractions using visual models.
• Solve problems involving dividing fractions by fractions.
• Understand the concept of ratio and use ratio language.
• Understand the concept of a unit rate a/b associated with a ratio a:b.
• Use ratio and rate reasoning to solve a range of problems.
• Write, read, and evaluate expressions in which letters stand for numbers
• Identify parts of an expression using mathematical terms (sum, term, product, factor, quotient, coefficient);
• Evaluate expressions at specific values of the variables of different formulas.
• Apply the properties of operations to generate equivalent expressions, e.g. 10 + 5y = 5(2 + y).
• Reason about and solve one-variable equations and inequalities.
• Write an inequality of the for x<c or x>c to represent a constraint or condition.
• Represent and analyze quantitative relationships between dependent and independent variables.
• Develop understanding of statistical variability
• Summarize and describe distributions
• Display numerical data in plots on a number line, including dot plots, histograms, and box plots
• Find the median and the mean of a set of data.
• Find the interquartile range and/or mean absolute deviation and describe patterns in data.
• Find the area of right triangles, other triangles, special quadrilaterals, and polygons.
• Find the volume of a right rectangular prism with fractional edge lengths
• Apply the formulas V = l w h and V = b h to find volumes of right rectangular prisms.
• Draw polygons in the coordinate plane given coordinates for the vertices.
• Use coordinates to find the length of a side joining points with the same first coordinate or the same second coordinate.
• Solve real-world and mathematical problems by graphing points in all four quadrants of the coordinate plane.
• Represent three-dimensional figures using nets made up of rectangles and triangles.
• Use the nets to find the surface area of these figures

6th Grade Math Worksheets

On this page you will find link to our range of math worksheets for 6th grade.

Quicklinks to 6th Grade ...

• 6th Grade Place Value
• 6th Grade Number Sense Zone
• Addition and Subtraction

Word Problems Zone

Fractions Percentages Ratio Zone

• Percentages Zone
• Algebra Zone
• Geometry Worksheets
• Area & Perimeter Worksheets
• Converting Measures Worksheets

Data Analysis Zone

• Fun Zone: games and puzzles

Summer term Math Grab Packs - out now!

Our summer term grab packs are out now.

There is a different grab pack for each grade.

Free to all of our newsletter subscribers!

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6th Grade Place Value Zone

Ordering numbers, including negative numbers, decimals to 3dp and rational numbers.

The sheets in this section involve negative numbers, decimals to 3 decimal places, and a range of rational numbers.

There are sheets with decimals up to 10, and also sheets with numbers from -10 to 10.

• Ordering Decimals to 3dp
• Ordering Negative Numbers -10 to 10
• Ordering and Comparing Rational Numbers

Rounding Decimals and Significant Figures

• Rounding Decimal Places Sheets to 2dp
• Rounding Decimals Worksheet Challenges
• Rounding Significant Figures Worksheets

6th Grade Number Sense Worksheets

Here you will find a range of 6th Grade Number Worksheets covering skills connected to Numbers and the Number System.

Using these sheets will help your child to:

• understand how to use inequalities including where you have two values
• understand how to use exponents (powers) of a number;
• find the greatest common factors of two numbers up to 100
• find the least common multiple of two numbers up to 12.
• extend their knowledge of prime and composite (non-prime) numbers up to 100;
• know and be able to use the PEMDAS (or PEDMAS) rule.
• understand and use absolute value

Inequalities

• Inequalities on a Number Line
• Writing Inequalities from Word Problems

Factors and Multiples 6th Grade Worksheets

• Greatest Common Factor Worksheets
• Least Common Multiple Worksheets
• Factor Tree Worksheets (easier)
• Prime Factorization Worksheets (harder)

PEMDAS and Order of Operations Worksheets

• PEMDAS Rule Support Page
• PEMDAS Problems Worksheets 5th Grade
• 6th Grade Order of Operations
• Absolute Value Worksheets

Roman Numerals Worksheets

• Roman Numerals worksheets

6th Grade Mental Math Quizzes

Here you will find a range of printable mental math 6th grade quizzes for your child to enjoy.

Each worksheet tests the children on a range of math topics from number facts and mental arithmetic to geometry, fraction and measures questions.

A great way to revise topics, or use as a weekly math quiz!

• Mental Math Worksheets 6th Grade

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4 Operations Zone

Decimal counting worksheets.

Using these sheets will support you child to:

• count on and back by multiples of 0.1;
• fill in the missing numbers in sequences;
• count on and back into negative numbers.
• find number bonds to 1;
• Counting By Decimals
• Decimal Number Bonds to 1

6th Grade Addition & Subtraction Worksheets

The following 6th grade math worksheets involve using addition and subtraction with a range of different number types.

• add and subtract decimals up to 3dp;
• add a columns of multi-digit numbers, including decimals.
• add and subtract positive and negative integers

The addition worksheet generator below will create a range of addition problems in columns, including decimals.

• Addition With Regrouping Worksheet Generator
• Subtraction With Regrouping Worksheet Generator
• Adding Positive and Negative Numbers (randomly generated)
• Subtracting Positive and Negative Numbers (randomly generated)
• Adding and Subtracting Negative Numbers (randomly generated)

6th Grade Multiplication Worksheets

Here you will find a range of Free Printable 5th Grade Multiplication Worksheets.

The following worksheets involve using the 6th Grade Math skills of multiplying multi-digit numbers, including decimals.

• extend their knowlege of multiplication to decimals;
• use their multiplication tables to answer related facts, including decimals;
• multiply a range of decimals by a whole number;
• multiply positive and negative numbers.
• Multiplying Decimals by Whole Numbers
• Negative Number Multiplication (randomly generated)
• Multiply and Divide Negative Numbers (randomly generated)

6th Grade Division Worksheets

Here you will find a range of Free Printable 6th Grade Division Worksheets.

The following worksheets involve using the 6th Grade Math skills of dividing multi-digit numbers, including decimals, and solving division problems.

Using these sheets will help your child learn to:

• divide multi-digit numbers by one and 2-digit numbers;
• divide decimals.
• Divisibility Rules Worksheets
• Decimal Division Facts
• Long Division of Decimal Numbers
• Dividing Negative Numbers (randomly generated)

6th Grade Math Problems

Here you will find our selection of free 6th grade math word problems.

Each sheet is availabel in both standard and metric units (where applicable).

Each sheet comes complete with a separate answer sheet.

All the problems are based around 'real life' such as the planets, heights of mountains, or length of rivers.

Using these sheet will help your child to:

• apply their addition, subtraction, multiplication and division skills;
• apply their knowledge of rounding and place value;
• solve a range of problems including "real life" problems and ratio problems.
• 6th Grade Percent Word Problems
• Fractions Worksheets
• Percentage Worksheets
• Ratio Worksheets

6th Grade Fraction Worksheets

Here you will find a range of free printable 6th Grade Fraction Worksheets.

At 6th Grade level, children are introduced to adding and subtracting fractions with different denominators. They know and can use equivalent fractions, and can multiply and divide fractions by whole numbers, as well as mixed numbers.

• add and subtract fractions and mixed numbers;
• understand how to multiply fractions by a whole number;
• understand how to multiply two fractions together, including mixed fractions;
• understand the relationship between fractions and division;
• know how to divide fractions and mixed fractions;
• convert decimals to fractions.
• Multiplying Fractions Worksheets
• Multiplying Mixed Fractions
• How to Divide Fractions
• Dividing Fractions by Whole numbers
• Divide Whole numbers by Fractions
• How to Divide Mixed Numbers
• Multiplying and Dividing Fractions (Randomly Generated)
• Add Subtract Multiply Divide Fractions (Randomly Generated)
• Free Printable Fraction Riddles (harder)
• Fractions Decimals Percents Worksheets

6th Grade Percentage Worksheets

Take a look at our percentage worksheets for finding the percentage of a number or money amount.

We have a range of percentage sheets from quite a basic level to much harder.

• Percentage of Numbers Worksheets
• Money Percentage Worksheets
• Basic Percentage Word Problems (easier)
• 6th Grade Percent Word Problems (harder)

6th Grade Ratio and Unit Rate Worksheets

These 5th grade ratio worksheets are a great way to introduce this concept.

We have a range of part to part ratio worksheets and slightly harder problem solving worksheets.

• Ratio Part to Part Worksheets
• Ratio and Proportion Worksheets
• The Definition of Unit Rate
• Unit Rate Problems 6th Grade

6th Grade Algebra Worksheets

If you are looking for some 6th grade algebra worksheets to use with your child to help them understand simple equations then try our selection of basic algebra worksheets.

There are a range of 6th grade math worksheets covering the following concepts:

• Generate the algebra - and write your own algebraic expressions;
• Calculate the algebra - work out the value of different expressions;
• Solve the algebra - find the value of the term in the equation.
• Use the distributive property to factorize and expand different expressions
• 6th Grade Distributive Property Worksheets
• Expressions and Equations 6th Grade
• Basic Algebra Worksheets (6th & 7th Grade)
• Input and Output Function Tables with Algebraic Functions

Geometry & Measurement Zone

Quicklinks to ...

6th Grade Geometry Worksheets

Here is our range of 6th grade Geometry worksheets.

• Geometry Nets Information and Worksheets
• Parts of a Circle Worksheets
• Coordinate Plane Worksheets (All 4 Quadrants)

6th Grade Area & Perimeter Worksheets

• Area of Parallelogram Worksheets
• Area of Quadrilaterals
• Area of Right Triangle
• Square Inside a Circle Area Support Page
• Surface Area Worksheet 6th Grade

6th Grade Measurement Worksheets

• Metric Conversion Worksheets (4th to 6th Grade)
• Convert Customary Units of Length Worksheets (randomly generated)
• Convert Customary Units of Capacity Worksheets (randomly generated)

Data & Statistics Worksheets

Find links to our 6th grade Statistics worksheets below.

Using these 6th grade math worksheets will help you to:

• find the mean of up to 5 numbers;
• find a missing data point when the mean is given.
• find the median of a set of data.
• create and interpret line plots.
• create and interpret dot plots and box plots.
• Median Worksheets
• Mean Worksheets
• Mode and Range Worksheets
• Mean Median Mode and Range Worksheets
• Line Graphs 6th Grade Worksheets
• Dot Plot Worksheets
• Box Plot Worksheets

Fun Zone: Puzzles, Games and Riddles

• 6th Grade Math Games

Here you will find a range of free printable 6th Grade Math games.

All children like to play Math games, and you will find a good range of Grade 6 Math Games here for your child to play and enjoy.

The following games involve different 5th Grade Math activities which you and your child can enjoy together.

• Algebra Math Games
• 6th Grade Math Puzzles

Here you will find a range of printable 6th grade math puzzles for your child to enjoy.

The puzzles will help your child practice and apply their addition, subtraction, multiplication and division facts as well as developing their thinking and reasoning skills in a fun and engaging way.

Using these puzzles will help your child to:

• learn and practice their addition and subtraction facts, including fractions and decimals;
• develop their understanding of negative numbers;
• practice and apply multiplication and division facts;
• develop problem solving skills and reasoning.

6th Grade Math Quiz

Here is our collection of Math Quizzes for 6th grade.

Quizzes are a great way to practise math skills or to asses knowledge.

• 6th Grade Math Quiz page

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Math word Problems With Answers for Grade 6

Grade 6 maths word problems with answers are presented. Some of these problems are challenging and need more time to solve. Also detailed solutions and full explanations are included.

• Two numbers N and 16 have LCM = 48 and GCF = 8. Find N.
• If the area of a circle is 81pi square feet, find its circumference.
• Find the greatest common factor of 24, 40 and 60.
• In a given school, there are 240 boys and 260 girls. a) What is the ratio of the number of girls to the number of boys? b) What is the ratio of the number of boys to the total number of pupils in the school?
• If Tim had lunch at $50.50 and he gave 20% tip, how much did he spend?
• Find k if 64 ÷ k = 4.
• Little John had $8.50. He spent $1.25 on sweets and gave to his two friends $1.20 each. How much money was left?
• What is x if x + 2y = 10 and y = 3?
• A telephone company charges initially $0.50 and then $0.11 for every minute. Write an expression that gives the cost of a call that lasts N minutes.
• A car gets 40 kilometers per gallon of gasoline. How many gallons of gasoline would the car need to travel 180 kilometers?
• A machine fills 150 bottles of water every 8 minutes. How many minutes it takes this machine to fill 675 bottles?
• A car travels at a speed of 65 miles per hour. How far will it travel in 5 hours?
• A small square of side 2x is cut from the corner of a rectangle with a width of 10 centimeters and length of 20 centimeters. Write an expression in terms of x for the area of the remaining shape.
• A rectangle A with length 10 centimeters and width 5 centimeters is similar to another rectangle B whose length is 30 centimeters. Find the area of rectangle B.
• A school has 10 classes with the same number of students in each class. One day, the weather was bad and many students were absent. 5 classes were half full, 3 classes were 3/4 full and 2 classes were 1/8 empty. A total of 70 students were absent. How many students are in this school when no students are absent?
• The perimeter of square A is 3 times the perimeter of square B. What is the ratio of the area of square A to the area of square B.
• John gave half of his stamps to Jim. Jim gave gave half of his stamps to Carla. Carla gave 1/4 of the stamps given to her to Thomas and kept the remaining 12. How many stamps did John start with?
• Two balls A and B rotate along a circular track. Ball A makes 4 full rotations in 120 seconds. Ball B makes 3 full rotation in 60 seconds. If they start rotating now from the same point, when will they be at the same starting point again?
• A segment is 3 units long. It is divided into 9 parts. What fraction of a unit are 2 parts of the segment?
• A car is traveling 75 kilometers per hour. How many meters does the car travel in one minute?
• Carla is 5 years old and Jim is 13 years younger than Peter. One year ago, Peter's age was twice the sum of Carla's & Jim's age. Find the present age of each one of them.
• Linda spent 3/4 of her savings on furniture. She then spent 1/2 of her remaining savings on a fridge. If the fridge cost her $150, what were her original savings?
• The distance bewteen Harry and Kate is 2500 meters. Kate and Harry start walking toward one another and Kate' dog start running back and forth between Harry and Kate at a speed of 120 meters per minute. Harry walks at the speed of 40 meters per minute while Kate walks at the speed of 60 meters per minute. What distance will the dog have travelled when Harry and Kate meet each other?

Answers to the Above Questions

• a) 13:12 b)12:25
• 0.50 + N * 0.11
• 4.5 gallons
• 450 centimeters squared
• 108 cubic centimeters
• 1250 meters/minute
• Carla:5 years, Jim: 6 years, Peter: 19 years.
• 3000 meters

Helping with Math

6th Grade Math Worksheets

In this section, you can view all of our sixth-grade math worksheets and resources. these include common-core aligned, themed and age-specific worksheets. perfect to use in the classroom or homeschooling environment..

• Kindergarten

We add dozens of new worksheets and materials for math teachers and homeschool parents every month. Below are the latest grade 6 worksheets added to the site.

Applying Percentage, Base, and Rate 6th Grade Math Worksheets

Understanding Positive and Negative Integers 6th Grade Math Worksheets

Finding Common Factors Between Two Whole Numbers Within 100 6th Grade Math Worksheets

Understanding Ratio between Two Quantities 6th Grade Math Worksheets

Multiplying and Dividing Fractions 6th Grade Math Worksheets

Examining Shapes of Distribution 6th Grade Math Worksheets

Solving Measures of Variability 6th Grade Math Worksheets

Solving Measures of Central Tendency 6th Grade Math Worksheets

Understanding Statistical Questions 6th Grade Math Worksheets

Constructing Geometry Nets 6th Grade Math Worksheets

Polygons in the Coordinate Plane 6th Grade Math Worksheets

Finding the Surface Area and Volume of Solid Figures 6th Grade Math Worksheets

Finding the Area of Triangle and Quadrilaterals 6th Grade Math Worksheets

Understanding Dependent and Independent Variables 6th Grade Math Worksheets

Understanding and Solving One-Variable Inequalities 6th Grade Math Worksheets

Understanding and Solving One-Variable Equations 6th Grade Math Worksheets

The Distributive Property and Algebraic Expressions 6th Grade Math Worksheets

Writing and Evaluating Algebraic Expressions 6th Grade Math Worksheets

Understanding Exponents 6th Grade Math Worksheets

6th Grade End Of Year Test Booklet

6th grade common core aligned learning objectives & standards:.

Learning objectives:

In Grade 6, instructional time should focus on four critical areas: 

(1) relating ratio and rate to whole number multiplication and division and applying the basic concepts of ratio and rate to solve problems; 

(2) showing mastery of division of fractions and extending the set of number to the system of rational numbers , which includes negative numbers; 

(3) writing, interpreting, and using expressions and equations; and (4) developing understanding of statistical thinking. 

a. Conceptual skills

• Learners provide acceptable reasons about multiplication and division in solving ratio and rate problems about quantities. They make use of their understanding of multiplication and division with ratios and rates by assuming equivalent ratios and rates as deriving from, and extending, pairs of rows (or columns) in the multiplication table, and by analyzing simple drawings that indicate the relative size of quantities. 
• Learners connect the meaning of fractions, the meanings of multiplication and division, and the relationship between multiplication and division to explain the logical solution for dividing fractions . In that way, they use these operations to solve problems. 
• 6th graders broaden their schema of numbers and the ordering of numbers to the full system of rational numbers, which includes negative rational numbers, and in particular, negative integers. 
• They explain the concepts behind the order and absolute value of rational numbers and about the location of points in all four quadrants of the coordinate plane. 
• They will have initial understanding of statistical concepts such as measures of central tendency and measures of variability. They recognize that these concepts can also be useful for summarizing data because two very different sets of data can have the same mean and median yet be distinguished by their variability. 
• They also learn to describe and summarize numerical data sets, identifying clusters, peaks, gaps, and symmetry, considering the context in which the data were collected. 

b. Procedural skills

• Learners go beyond the scope of problems about ratios for which they can use multiplication and division related to ratios and fractions to solve problems. 
• They apply the concepts of variables in mathematical expressions. In that way, they will be able to write expressions and equations that correspond to given situations, evaluate expressions, and use expressions and formulas to solve problems. Learners acknowledge the fact that expressions in different forms can be equivalent, and they apply the properties of operations to rewrite expressions in equivalent forms. 
• Learners will practice the learned concepts about equations and inequalities by solving for the solution set that will make the equations or inequalities true. They make use of the properties of operations and the idea of maintaining the equality of both sides of an equation to solve simple one-step equations . 
• Students construct and analyze tables, such as tables of quantities that are in equivalent ratios, and they use equations (such as 2x = y) to describe relationships between quantities. 
• They solve for the areas of right triangles, other triangles, and special quadrilaterals by decomposing these shapes, rearranging or removing pieces, and relating the shapes to rectangles. 
• Learners will be able to discuss, develop, and justify formulas for areas of triangles and parallelograms. They extend their understanding of surface area and volume of solid figures such as prisms, pyramids, cylinders, etc.

c. Life skills

• As the coordinate plane is fully discussed in 6th grade, learners would be able to understand how important finding accurate location is. Given its wide applications in using maps, GPS, longitude, latitude, etc, learners appreciate more the meaning of their lessons in the real world.
• Statistics help the 6th graders to make sound decisions, conclusion, prediction, and inferences based on numerical data or trends.
• Students in Grade 6 also design community projects by integrating the relationships among shapes to determine area, surface area, and volume. 
• They prepare for work on scale drawings and constructions in Grade 7 by drawing polygons in the coordinate plane.

Core Math Worksheets

Addition worksheets, subtraction worksheets, multiplication worksheets, division worksheets, fact family worksheets, long division worksheets, negative numbers, exponents worksheets, order of operations worksheets, fraction worksheets, fractions worksheets, graphic fractions, equivalent fractions, reducing fractions, comparing fractions, adding fractions, subtracting fractions, multiplying fractions, dividing fractions, fractions as decimals, fraction decimal percent, word problems, pre-algebra word problems, money word problems, combining like terms, properties of multiplication, exponent rules, linear equations, one step equations, two step equations, factoring polynomials, quadratic equations, other worksheets, place value, percentages, rounding numbers, ordering numbers, standard, expanded, word form, mean median mode range, ratio worksheets, probability worksheets, roman numerals, factorization, gcd, lcm, prime and composite numbers, pre-algebra, geometry worksheets, blank clocks, telling analog time, analog elapsed time, greater than and less than, arithmetic sequences, geometric sequences, venn diagram, graph worksheets, measurement & conversions, inches measurement, metric measurement, metric si unit conversions, customary unit conversions, customary and metric, patterns and puzzles, number patterns, patterns with negatives, missing operations, magic square, number grid puzzles, word search puzzles, color by number, addition color by number, subtraction color by number, multiplication color by number, division color by number, color by number, holiday & seasonal, valentine's day, st. patrick's day, thanksgiving, early learning, base ten blocks, printable flash cards, number matching, number tracing, missing numbers, picture math addition, picture math subtraction, picture math multiplication, picture math division, multiplication chart, multiplication table, prime numbers chart, hundreds chart, place value chart, roman numerals chart, handwriting paper, graph paper, coordinate plane, spaceship math check-off, square root chart, fraction chart, probability chart, measurement chart, number line, comic strip template, calculators, age calculator, factoring calculator, fraction calculator, slope calculator, degrees to radians, percentage calculator, prime factorization calculator, roman numeral converter, long division calculator, multiplication calculator, math worksheets by grade, preschool math worksheets, kindergarten math worksheets, 1st grade math worksheets, 2nd grade math worksheets, 3rd grade math worksheets, 4th grade math worksheets, 5th grade math worksheets, 6th grade math worksheets, worksheet news.

This is the main page for the addition worksheets. Follow the links for Spaceship Math Addition worksheets, multiple digit addition worksheets, no-carrying addition worksheets and other addition topics. These addition worksheets are free for personal or classroom use.

This is the main page for the subtraction worksheets. Follow the links for Spaceship Math Subtraction worksheets, timed subtraction tests, multiple digit subtraction worksheets, simple borrowing and regrouping worksheets, and math worksheets with mixed addition and subtraction problems

This is the main page for the multiplication worksheets. Put your fingers away, because this is the first math operation where memorization of the facts is a requirement. You'll find multiplication worksheets for Dad's Eight Simple Rules for Mastering the Times Table, RocketMath Multiplication, multiple digit multiplication, squares and other multiplication worksheet topics. All of these multiplication worksheets include answer keys and are instantly printable and ready for classroom or home school use.

This is the main page for the division worksheets. This includes Spaceship Math Division worksheets, multiple digit division worksheets, square root worksheets, cube roots, mixed multiplication and division worksheets. These division worksheets are free for personal or classroom use.

Trying to memorize the multiplication facts? This page contains printable multiplication charts that are perfect as a reference. There are different variations of each multiplication chart with facts from 1-9 (products 1-81), 1-10 (products 1-100), 1-12 (products 1-144) and 1-15 (products 1-255). Each of these multiplication charts is a high resolution SVG, so the multiplication facts print beautifully!

Are you looking for a printable multiplication table that has more than just the facts? One with some extra math facts about the multipliers? Or a unique design? In color? The multiplication tables on this page are all high resolution SVG files that print beautifully on your printer and are great resources for learning the times tables in the grade school classroom or at home!

Fact family worksheets focus on sets of related math facts, not specific operations. Teach your kids addition and subtraction at the same time, and reinforce the relationships in a fact family! Two fact families are introduced at each level and allow for progressive practice, or just use the worksheets at the end for comprehensive fact family review.

Introductory long division worksheets, long division worksheets with and without remainders, long division with decimals. All of these long division worksheets includes detailed, expanded answers.

Practice worksheets for reducing fractions. Different fraction worksheets in this section deal with reducing simple fractions, improper fractions and mixed fractions.

Practice worksheets for comparing fractions. The fraction problems on these sheets require kids to compare like and unlike denominators, improper fractions and mixed fractions.

Fraction Addition

Worksheets for adding fractions with common denominators, with unlike denominators, as simple fractions and as mixed fractions. Complete work with steps is shown for each problem on the answer keys.

Fraction Subtraction

Worksheets for subtracting fractions with common denominators, with unlike denominators, as simple fractions and as mixed fractions. Full answer keys that show work!

Fraction Multiplication

These math worksheets provide practice for multiplying fractions. Includes problems with and without wholes, and with and without cross-cancelling. Every PDF fraction worksheet here has a detailed answer key that shows the work required to solve the problem, not just final answer!

Fraction Division

Dividing fractions worksheets with two fraction division. Includes simple fractions, mixed fractions and improper fractions, as well as problems that make use of a cross multiply step to solve.

Worksheets for transforming fractions into decimals, including by the use of long division.

Pre-algebra addition, subtraction, multiplication and division word problems dealing with relationships between numbers in simple equations... A great first step for easing into algebra!

Worksheets that teach basic investing math concepts, including market capitalization, price-to-earnings ratios, dividends.

These negative number worksheets combine negative numbers with other integers (both positive and negative) using the basic math operations, multiplying multi-digit negative numbers, and long division with negative numbers.

Worksheets to practice using and calculating percentages of other numbers, including converting between fractions and percentages.

These number patterns worksheets help students develop the needed skills for determining patterns and relationships between numbers.

Number patterns that cross zero and may start or end with negative values.

Mean, Median, Range

Worksheets for determining the mean, median, mode and range for sets of numbers. Problems include sets of all positive integers, all negative integers and mixed sign sets, plus calculator practice.

Sudoku puzzles for kids and adults, including easy and hard difficulties, evil sudoku, Samurai Sudoku and more!

Magic square puzzles are a great introduction to logic and problem solving... Try these 3x3, 4x4 and 5x5 to level up your math skills!

The printable prime factorization worksheets on this page require students to factor progressively larger integers into their prime factors. This is the first step for determining the greatest common divisors of two numbers, or determining the least common multiple of two numbers, but additionally prime factorization introduces the concepts of prime numbers and composite numbers.

Pre-algebra skills including solving for the missing values.

Introduces squares, cubes and exponents mixed with other basic operations. Includes practice that will build site-memory of common exponential terms

These order of operations worksheets mix basic arithmetic, including parentheses and exponents. If you are looking for order of operations worksheets that test knowledge of the PEMDAS rules, these math worksheets are a good start. You can also find order of operations worksheets with negative numbers and order of operations worksheets with comparisons at these other worksheet pages.

Free printable graph paper, grid paper and dot paper for math problems, crafts, zentangling, landscape design, architecture or just simple doodling. All graph paper styles include inch and centimeter variations. All of these PDF files are designed to print on 8.5 x 11 inch paper.

The blank coordinate planes on this page include variations with labels on either the axis or the edge of the grid, as well as versions with quadrant labels. You can find full 4 quadrant coordinate planes, as well as just blank 1 quadrant coordinate planes in layouts setup for solving multiple homework problems on a single page.

These measurement worksheets for inches (customary units) will build skills for performing ruler measurements of either a single point or the length measurement of an object. There are different measuring worksheets with problems appropriate for kindergarten, first grade, second grade or third grade math students.

Metric measurement worksheets for identifying measured positions and measuring objects in centimeters and millimeters on a ruler. These worksheets are great practice for first grade, second grade, third grade and fourth grade students and can also provide practical subtraction practice when measuring the length of objects on a ruler.

These worksheets use unity fractions to convert unit values from one measurement to another. This approach is more common in chemistry, physics or other science classes and requires students to focus on cancelling units to reach a solution with both the right value and the right units.

Customary unit conversion practice for distance (inches to feet), volume (ounces to gallons) and mass (ounces to pounds). These worksheets also employ unity fractions to convert unit values from one measurement to another. This approach is more common in chemistry, physics or other science classes and requires students to focus on cancelling units to reach a solution with both the right value and the right units.

These worksheets use unity fractions to convert values between SI (Metric) units and customary units. Topics in this section include conversion practice for inches to meters, liters to gallons and grams to pounds.

Whether you're looking for a list of perfect square roots, or a complete table of square roots from 1 to 100, a square root chart from this page will have your radicals covered! There are both color and black and white versions of the charts in printable PDF form.

This unique rendering of equivalent fractions combines the value of the fractions positionally on the number line to create an elegant symmetry. It not only highlights fractions in their lowest, most reduced form but provides a convenient decimal equivalent for the most commonly used fractions. This really is one of the nicest reference charts I've created in the 10 years I've been building math resources!

Use these math word search puzzles to introduce vocabulary and terms to grade school students as they are introduced to new math concepts! These word search puzzles include sets for various Common Core aligned grade levels, along with specific topics for geometry, algebra and more!

Probability anchor chart for word problem reference! This illustrated chart describes scenarios with coins, dice and playing cards. It includes odds for most likely and least likely outcomes.

This measurement chart is a good reference aid for word problems involving converting volume, length or temperature units from one system to the other. Values are shown on one scale in both customary and metric systems. Great for kitchen measurement and cooking too!

Linear equations worksheets including calculating slope from two points, calculating y-intercepts, graphing equations in slope intercept form, graphing equations in point slope form, graphing systems of equations, graphing linear equations, graphing linear inequalities and more!

A number line can be a powerful tool for learning about negative numbers, ratios or just introductory addition and subtraction operations. The number line PDFs on this page include various ranges (10, 12, 15, 20, 15 and 100) in both starting from zero as well as negative ranges. A complete set of fraction number lines marked with common denominators is included in -5 to 5 ranges. There are also application specific number lines for elapsed time, temperature and money, as well as blank number lines for regular ranges and fractions.

Ratio Worksheets and Word Problems

Ratio worksheets including relating visual quantities, ratio word problems, rate and ratio problems and finding equivalent ratios. These PDF worksheets are designed for 3rd through 6th grade students and include full answer keys. Ratio Simple Ratio V1

Venn Diagram Templates and Worksheets

Check out this page for Venn diagram worksheets, blank Venn diagram templates and practice for Venn diagram concepts. Venn diagrams are useful for learning set concepts such as intersection, exclusion and complements. Venn Diagram Template Colored 3 Sets With Lines

Sixth Grade! Almost ready for Middle School! But that doesn't mean it's the end of math practice, no indeed. These sixth grade math worksheets cover most of the core math topics previous grades, including conversion worksheets, measurement worksheets, mean, median and range worksheets, number patterns, exponents and a variety of topics expressed as word problems. Students in 6th grade should have an outstanding mastery of their math facts and be able to complete timed addition, subtraction, multiplication and division tests rapidly and with near perfect accuracy. Students in 6th grade should also be comfortable with fractions, and the topics convered on the fraction worksheets on this page should be familiar. With confidence in these math topics, students in 6th grade should be ready for pre-algebra as they move on to the next part of their discovery of mathematics.

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Grade 6 Math Worksheets

Related Pages Math Worksheets according to Topics Math Worksheets according to Grades Interactive Zone Grade 6 Math Lessons

These free interactive math worksheets are suitable for Sixth Grade and Grade 6. Use them to practice and improve your mathematical skills.

Multiplication Worksheets

Multiply 2-digit by 1-digit Multiply 3-digit by 1-digit Multiply 2-digit by 2-digit Multiply 3-digit by 2-digit Multiply 3-digit by 3-digit Multiply 4-digit by 3-digit

Division Worksheets

Divide 2-digit by 1-digit Divide 3-digit by 1-digit Divide 2-digit by 2-digit Divide 3-digit by 2-digit Divide 3-digit by 3-digit Divide 4-digit by 3-digit

Order of Operations Worksheets (PEMDAS, BEDMAS)

Order of Operations (+, –) Order of Operations (parenthesis, +, –) Order of Operations (×, ÷ ) Order of Operations (parenthesis, ×, ÷) Order of Operations (×, ÷, +, –) Order of Operations (parenthesis, ×, ÷, +, –) Order of Operations (parenthesis, ×, ÷, +, –) Order of Operations (parenthesis, exponent, ×, ÷ +, –) Order of Operations (mixed) Order of Operations (mixed) Order of Operations (mixed)

Decimal Worksheets

Multiply Decimals by 10, 100, 1000 Multiply Decimals by Powers of 10 Multiply Decimals by Whole Numbers Multiply Decimals by Decimals

Divide Decimals by 10, 100, 1000 Divide Decimals by Powers of 10 (eg. 74.2 ÷ 10 3 ) Divide Whole Numbers to give Decimal Quotients Divide Decimals by Whole Numbers (without rounding) Divide Decimals by Whole Numbers (with rounding) Divide Decimals by Decimals (with or without rounding)

Multiply Decimals by Tens (10s, 100s, 1000s) Multiply Decimals by Whole Number (1-digit) Multiply Decimals by Whole Number (Multi-digit) Multiply two Decimals (Tenths) Multiply Two Decimals (Hundredths) Multiply two Decimals (Thousandths) Divide Decimals by Ten (10s, 100s, 1000s) Division with Decimal Quotients (Tenths) Division with Decimal Quotients (Hundredths) Divide Decimals Decimal Word Problems (One-Step, Addition & Subtraction) Decimal Word Problems (Two-Step, Addition & Subtraction) Decimal Word Problems (Mixed Operations) Decimal Word Problems (Mixed Operations)

Integer Worksheets

Add Integers 2 operands Add Integers 3 operands or more Subtract Integers 2 operands Subtract Integers 3 or more operands Multiply Integers Divide Integers Add Integers 1 Digit Add Integers 2 Digits Subtract Integers 1 Digit Subtract Integers 2 Digits Multiply Integers 1 Digit Multiply Integers 2 Digits Divide Integers 1 Digit in Divisor Divide Integers 2 Digits in Divisor Integers Mixed Operations Specify your own conditions for Integer Operations Add, Subtract, Multiply, Divide, Mixed

Integers, Less & More (one less, one more) Compare Integers (use <, >, = ) Ordering Integers (increasing or decreasing order)

Adding Integers Subtracting Integers Multiplying Integers Dividing Integers Order of Operations with Integers

Exponent Worksheets

Squares with base 0-10 Squares with base 2-20 Cubes with base 0-10 Cubes with base 2-20 Evaluate Exponents Evaluate Exponents

Squares & Cubes (whole number, fraction & decimal bases) Squares & square roots Cubes & cube roots

Whole number exponents Negative whole number exponents Unit fraction exponents (positive or negative) Fractional exponents (positive or negative)

Time Worksheets

Time Conversion (weeks, days, hours, minutes, seconds) Adding and Subtracting Time Multiplying and Dividing Time Time Word Problems (Elapsed Time) Convert from 12-hr System to 24-hr System Convert from 24-hr System to 12-hr System Calculate Time Intervals in 12-hr System and 24-hr System

Fraction Worksheets

Divide Fractions by Whole Numbers Divide Whole Numbers by Fractions Divide Fractions by Fractions Divide Mixed Numbers

Add & Subtract Fractions (with common denominator & simplifying answers) Least Common Multiple or Least Common Denominator Add & Subtract Fractions (with unlike denominators & step-by-step guide) Add & Subtract Fractions (with unlike denominators) Add Fractions (mixed) Subtract Fractions (mixed)

Multiply Fractions by Whole Numbers Multiply Two Fractions Divide Whole Numbers by Fractions Divide Fractions by Whole Numbers Divide Fractions by Fractions Divide Two Fractions

Add Mixed Numbers Subtract Mixed Numbers Multiply Mixed Numbers Divide Mixed Numbers Add Mixed Numbers Subtract Mixed Numbers Multiply Mixed Numbers Divide Mixed Numbers

Fraction Word Problems Add & Subtract Fractions Fraction Word Problems Add & Subtract Mixed Numbers (One-Step) Fraction Word Problems Add & Subtract Mixed Numbers (Two-Step) Fraction Word Problems Add & Subtract Mixed Numbers (Two-Step)

Algebra Worksheets

Evaluate Expressions by Substitution Simplify Expressions by Combining Like Terms Simplify Expressions using Distributive Property Simplify Expressions using Distributive Property & Combine Like Terms

Solve One-Step Equations Solve Two-Step Equations Solve Equations by Combining Like Terms Solve Equations with the Variable on Both Sides Solve Equations by Distributive Property Solve Multi-Step Equations Solve Multi-Step Equations Solve Word Problems using Algebra

Coordinate Worksheets

Slope of a Line Slope and Intercept of a Line Midpoint Formula 1 Midpoint Formula 2 Distance Formula 1 Distance Formula 2 Activity to explore Slope and Intercept of a Line

Geometry Worksheets

Names of Polygons Give the number of sides Names of Polygons Give the names of polygons Types of Angles (Acute, Obtuse, Reflex) Angles in a Straight Line Angles at a Point Complementary Angles Supplementary Angles

Area and Perimeter of Rectangles Area and Perimeter of Rectangles Area and Perimeter of Rectangles Area and Perimeter of Parallelogram Area of Triangle Area of Parallelograms Area of Triangle and Parallelogram Area of Trapezoid Area of Shapes Area of Shaded Region (rectangles and triangles)

Circumference of Circle Area of Circle Area & Circumference of Circle Circle Problems: Radius, Diameter, Circumference, Area Circle Word Problems I Circle Word Problems II Area of shaded regions that include circles Area of figures that include circles

Surface Area Worksheets Surface Area of Cylinder Surface Area of Sphere Surface Area of Solids I Surface Area of Solids II Surface Area of Solids III Surface Area of Solids IV Surface Area of Solids V Surface Area of Cylinders & Pipes Surface Area of Cylinders & Spheres

Volume of Cylinders Volume of Sphere Volume of Prisms & Pyramids Volume of Square Pyramids Volume of Cones

Surface Area & Volume of Cubes Surface Area & Volume of Rectangular Prisms or Cuboids Surface Area & Volume of Cube Surface Area & Volume of Rectangular Prisms or Cuboids Volume & Surface Area of Cylinder Volume & Surface Area of Sphere

Ratio Worksheets

Ratio of Quantities Ratio Word Problems I Ratio Word Problems II Ratio Word Problems III Ratio Word Problems IV Ratio with Algebra

Percent Worksheets

Percents to Decimals and Fractions Percents to Fractions in Lowest Terms Percents to Fractions Fractions to Percents Fractions to Percents Decimals to Percents Percentages (What is X% of Y) Percentages (X is what % of Y) Percentages (X is Y% of what) Percent of a Number Finding Percent Finding the Base

Convert Decimals to Fractions Convert Decimals to Mixed Numbers Convert Repeating Decimals to Fractions

Convert Fractions to Decimals (denominator 10, 100, or 1000) Convert Mixed Numbers to Decimals (denominator 10, 100, or 1000)

Convert Fractions to Decimals (use equivalent fractions) Convert Fractions to Decimals (use long division) Convert Fractions to Repeating Decimals (recurring decimals)

Decimals to Percents Percents to Decimals Fractions to Percents Percents to Fractions

Percentage of a Number or Part (30% of 60 = ___ ) Find the Base or Total (20% of ___ = 18) Find the Percent or Rate (___% of 50 = 25)

Increase a Number by a Percentage Decrease a Number by a Percentage

Percentage Increase Worksheet Percentage Decrease Worksheet

Statistics Worksheets

Mode Median Mean Range Mean, Median & Mode Mean, Median & Mode Find the possible values for the Median Given the Mean, find the missing number(s) in a set Word problems that involve the Mean Word problems that involve the Mean

Probability Worksheets

Probability Problems Complementary Probability Probability Word Problems Probability & Geometry Mutually Exclusive Probability Independent Events Probability Dependent Events Probability

Divide (2-digit divisors), Divide (3-digit divisors), Order of Operations (PEMDAS)

Division with Decimal Quotients, Multiply Two Decimals, Divide Two Decimals, Decimals and Fractions, Decimal Word Problems

Add Integers, Subtract Integers, Multiply Integers, Divide Integers

Squares, Cubes, Evaluate Exponents

Convert Time, Add and Subtract Time, Multiply and Divide Time, 12-hr and 24-hr System, Elapsed Time, Time Word Problems

Add Fractions, Subtract Fractions, Multiply Fractions, Divide Fractions, Add Mixed Numbers, Subtract Mixed Numbers, Multiply Mixed Numbers, Divide Mixed Numbers, Fraction Word Problems

Add and Subtract Like Terms, Distributive Property, Solve One-Step Algebra Equations, Solve Two-Step Algebra Equations, Solve Equations involving Like Terms

Slope and Intercept of a Line, Distance between Two Points, Midpoint of Two Points

Types of Angles, Number of sides of Polygons, Names of Polygons, Perimeter and Area (Rectangles), Perimeter and Area (Triangles), Perimeter and Area (Parallelogram), Perimeter and Area (Trapezoids), Circumference and Area (Circles), Volume of Cubes, Volume of Rectangular Prisms, Volume of Spheres, Volume of Cylinders, Volume of Square Pyramids, Surface Area of Cubes, Surface Area of Rectangular Prisms, Surface Area of Spheres, Surface Area of Cylinders, Surface Area of Square Pyramids

Ratio, Proportion, Percent

Mean, Median, Mode, Range, Statistics Word Problems

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6 th Grade Math Worksheets

Free, Printable Math Worksheets for at-home Practice

A Parent’s Guide to Sixth Grade Math + Practice Worksheets

Download this informative guide to learn how to best support your sixth grader as they learn and master important sixth grade math concepts.

Free Practice Worksheets

Choose a Grade

Click on a concept below to try a sample question

Measurement & Data

Number representation.

Ratio & Proportion

Probability, number relation, factors & multiples, why 6th grade math worksheets are important.

A stated objective of Common Core State Standards (CCSS) is to standardize academic guidelines nationwide. In other words, what sixth graders learn in math in one state should be the same as what students of the same age are learning in another state. The curricula may vary between these two states, but the general concepts behind them are similar. This approach is intended to replace wildly differing guidelines among different states, thus eliminating (in theory) inconsistent test scores and other metrics that gauge student success.

An increased focus on math would seem to include a wider variety of topics and concepts being taught at every grade level, including sixth grade. However, CCSS actually calls for fewer topics at each grade level. The Common Core approach (which is clearly influenced by “Singapore Math”—an educational initiative that promotes mastery instead of memorization) goes against many state standards. Many states mandate a “mile-wide, inch-deep” curriculum in which children are taught so much in a relatively short time span, that they aren’t effectively becoming proficient in the concepts they truly need to understand to succeed at the next level. Hence, CCSS works to establish an incredibly thorough foundation not only for the math concepts in future grades, but also toward practical application for a lifetime.

For sixth grade, Common Core’s focus is on addition and subtraction— the basic math facts they will use throughout their education and beyond—as well as learning how to measure without necessarily using a ruler, and how to understand shapes. Ultimately, this focus will enable children to develop rigor in real life situations by developing a base of conceptual understanding and procedural fluency.

How Our Sixth Grade Math Worksheets Reflect Common Core Standards

Our sixth grade worksheets focus on the four critical areas outlined by CCSS:

• Connecting ratio and rate to whole number multiplication and division and using concepts of ratio and rate to solve problems
• Completing understanding of division of fractions and extending the notion of number to the system of rational numbers, which includes negative numbers
• Writing, interpreting, and using expressions and equations
• Developing understanding of statistical thinking

6th Grade Math Worksheets: Critical Areas of Focus

Fasten your seatbelts: Sixth graders are in for a wild ride this year in math. Many new concepts, such as negative numbers and variables, are introduced, but students’ previous learning will set them up nicely for learning these topics. Furthermore, much of what debuts in sixth grade provides some foundation for the algebra in the near future. Here are the four critical areas that Common Core brings to sixth grade math:

Students not only apply their proficiency of multiplication and division that they learned in earlier grades, they also use fractions extensively to solve problems about ratios and rates (e.g, if a recipe uses 4 cups of flour to make 20 cookies, how many cups are needed to make 5 cookies?).

Division of Fractions, Negative Numbers

Negative numbers are introduced, with an emphasis on negative rational numbers, negative integers, and absolute value. In the last of the four basic operations they will apply to fractional equations, students learn to divide fractions by fractions. The graph system, on which students previously were working with only one quadrant, is expanded to include all four quadrants on the coordinate plane.

Expressions and Equations

In what may be the strongest preview of future algebra, students will learn to solve one-step equations using variables (e.g, x+10=17, solve for x). Sixth graders will also rewrite equations in equivalent forms and understand that a solution is the values of the variables that make an equation true.

Statistical Thinking

As they develop their ability to think statistically, sixth graders will learn about mean, median, and mode, and they will start describing data distributions. They will also learn about measures and variability and the effect of outliers.

6th Grade Math Worksheet - A Parent's Guide

Many educators, politicians, and parents believe the instruction of mathematics in the United States is in crisis mode, and has been for some time. Indeed, recent test results show that American 15-year-olds were outperformed by 29 other countries on math testing scores. 1 To help counter this crisis, educational, civic, and business leaders worked together to develop the Common Core State Standards (CCSS).

The goal of Common Core is to establish consistent, nationwide guidelines of what children should be learning each school year, from kindergarten all the way through high school, in English and math. Though CCSS sets forth these criteria, states and school districts are tasked with developing curricula to meet the standards.

The 2014-15 school year will be important for Common Core as the standards are fully implemented in many remaining states of the 43 (and the District of Columbia) that have embraced their adoption. CCSS has its advocates as well as its critics, and the debate on its merits has become more pronounced in recent months. Irrespective of the political differences with Common Core, its concepts are critical for students because the standards help with understanding the foundational principles of how math works. This guide steers clear of most of the controversy surrounding CCSS and primarily focuses upon the math your sixthgrader will encounter.

1 U.S. Students Slide in Global Ranking on Math, Reading, Science; NPR.org; Dec. 13, 2013

Common Core Standards

A stated objective of Common Core is to standardize academic guidelines nationwide. In other words, what sixth-graders are learning in math in one state should be the same as what students of the same age are learning in another state. The curricula may vary between these two states, but the general concepts behind them are similar. This approach is intended to replace wildly differing guidelines among different states, thus eliminating (in theory) inconsistent test scores and other metrics that gauge student success.

An increased focus on math would seem to include a wider variety of topics and concepts being taught at every grade level, including sixth grade. However, CCSS actually calls for fewer topics at each grade level. The Common Core approach (which is clearly influenced by so-called “Singapore Math”—an educational initiative that promotes mastery instead of memorization) goes against many state standards, which mandate a “mile-wide, inch-deep” curriculum in which children are being taught so much in a relatively short span of time that they aren’t effectively becoming proficient in the concepts they truly need to succeed at the next level. Hence, CCSS works to establish an incredibly thorough foundation not only for the math concepts in future grades, but also toward practical application for a lifetime.

For sixth grade, Common Core’s focus includes ratios, division of fractions, negative numbers, and variables. Ultimately, this focus will enable children to develop rigor in reallife situations by developing a base of conceptual understanding and procedural fluency.

Overview of Sixth Grade Math Topics

From the four critical areas of focus discussed in the previous section, Common Core also further clarifies the skills sixth graders should know by the end of the school year. For example, the fluency requirement at this level is multi-digit division and multi-digit operations with decimals. The five topics presented here, taken directly from CCSS itself, include some specifics on what kids will be taught in 6th Grade.

Ratios and Proportional Relationships

• Understand ratio concepts and use ratio reasoning to solve problems. The concept of ratios will be taught; for example, every soccer team in the league has 12 players, so the ratio of players to teams is 12:1. From this concept is introduced the idea that a unit rate of a ratio a:b is the same as a/b (e.g., if the soccer team has 2 goalkeepers out of its 12 players, 1/6 of the team are goalies). Once ratios are understood, students will solve real-world math problems including ratios of time and speed, unit pricing, percentages, and measurement.

• Gain familiarity with factors and multiples. Prime numbers are also introduced.

• Generate and analyze patterns. The idea here is that sixth graders will recognize the patterns apparent in the four basic math operations, as well as create patterns based on a given rule.

Number Operations in Base 10

• Use place value understanding and properties of operations to perform multi-digit arithmetic. Students will strive toward fluently adding or subtracting numbers within a 1,000. They will master rounding numbers to the nearest 10 or 100, and they will also learn to multiply one-digit numbers by multiples of 10 but less than 100 (e.g., 6 × 40).

The Number System

• Apply and extend previous understandings of multiplication and division to divide fractions by fractions. This is exactly how it sounds: Students will become proficient in dividing fractions by fractions. Then, they will apply this concept to word problems.

• Compute fluently with multi-digit numbers and find common factors and multiples. By the end of sixth grade, students complete their fluency of the four basic operations and will be able to add, subtract, multiply, or divide any multi-digit number, either whole or including decimals. Also, they will learn to find the greatest common factor (GCF) of two numbers of 100 or less and the least common multiple (LCM) of two numbers not greater than 12.

• Apply and extend previous understandings of numbers to the system of rational numbers. The concept of negative numbers are emphasized, particularly in real-world quantities (e.g., temperature, budgets, and so on). Rational numbers and absolute value are introduced, as well as the role of 0 on the number line. Finally, word problems will include graphing points in all four quadrants of a coordinate plane.

• Apply and extend previous understandings of arithmetic to algebraic expressions. Among the subjects taught:.

• Students will begin to identify and evaluate expressions that replace letters for numbers (e.g., add x to 8 to get x + 8).
• They will identify parts of an expression using the terms they have learned from previous grades (e.g., quotient, factor, sum, and so on).
• They will create and evaluate expressions using whole-number exponents.
• They will apply the order of operations to equations, especially those without parentheses.
• They will apply the distributive property to reach equivalent equations. For example, 2 (x + 4) is the same as 2x + 8.
• They will be able to identify when equations are equivalent. For example, x + x + 2x is equivalent to 5x - x.

• Reason about and solve one-variable equations and inequalities. With these algebraic concepts down, sixth graders will begin to solve simple equations and inequalities that include one variable. They will also use substitution to determine if an equation is true.

• Represent and analyze quantitative relationships between dependent and independent variables. Students will solve problems that use variables to represent two quantities that change in relationship to one another. For example, how far would a train that goes 50 miles per hour travel in a certain number of hours? If d represents distance and t equals time, then d = 50t. The equation can change if the train goes faster or slower.

• Solve real-world problems involving area, surface area, and volume. Concepts taught in sixth grade include:

• Students will solve for the area of right triangles, special quadrilaterals, and other polygons by composing the shapes into rectangles or decomposing them into triangles and other shapes.
• The will learn how to find the volume of a right prism.
• They will draw polygons in the coordinate plane based on given vertices, and they will apply this concept to word problems.
• They will represent three-dimensional problems using nets of rectangles and triangles to find surface area.

Statistics and Probability

• Develop understanding of statistical variability. Students will be taught the definition of a statistical question as one that anticipates variability (for example, asking someone’s age with the knowledge the answer could be within a range of numbers). Also, they will learn that data collected to answer a statistical question has a center (mean, median, and mode), a spread (interquartile range, mean absolute deviation, and outliers), and an overall shape.

• RSummarize and describe distributions. Sixth graders will display data on a number line, including dot plots, histograms, and box plots. Furthermore, they will summarize data sets in relation to context, including by reporting the number of observations, describing the nature of the attribute (e.g., how it was measured), by mean and median, and by identifying patterns in relation to the center.

Tips for Helping Your Sixth Grader with These Sixth Grade Math Worksheets

Some of parents’ trepidation with Common Core isn’t so much with the guidelines themselves, but with the testing now aligned with CCSS via local math curricula. Standardized testing was stressful for students and parents before; with the ongoing Common Core implementation, many families simply don’t know what to expect.

Fortunately, CCSS does not have to be that stressful, for you or your sixth grader. Here are some tips to help your children succeed with Common Core math:

Be informed; be involved

If Common Core concerns you, intrigues you, or confuses you, don’t hesitate to learn as much about it—in your child’s classroom, at your kids’ school, and on a national level. Talk with teachers, principals, and other parents. Seek advice on how you can help your kids, and yourself, navigate CCSS math. If you want to take further action, become involved with PTA or other organizations and committees that deal with your school’s curriculum. The more you know, the more, ultimately, you can help your child.

Give them some real-world math

A basic tenet of Common Core is to apply math principles to real-world situations. Why not start now? Give your child math problems when you are out and about— the grocery store, in traffic, the park, and so on. For example, if you are putting gasoline into your car, before you start dispensing the fuel, ask your sixth grader how much money will be required to fill up your 15-gallon tank. Without a pencil and notebook to compute the answer, he or she might have to fall back on alternative math processes—processes that Common Core encourages—for a solution.

Take time to learn what they are learning

You might look at a worksheet your child brings home and think, “This isn’t the math I’m used to.” Because Common Core emphasizes understanding the process of arriving at an answer, your child may be taught additional ways to fry a mathematical egg, so to speak. Instead of shunning these approaches, learn them for yourself. Once you comprehend these additional methods, you will be better able to help your child comprehend them as well.

Encourage them to show their work

This suggestion can be read two ways. First, students will be encouraged to show how they arrived at an answer (and beginning with sixth grade math, some answers can be self-checked to see if they are correct), especially within Common Core. Second, ask your children to show you their homework, particularly the challenging stuff. Explaining how a problem is solved is a basic CCSS tenet, so if your kids can be confident in explaining their work to you, they will carry that confidence into the classroom when the teacher asks for those same explanations.

Seek more help if necessary

If your sixth grader is struggling with the new math standards, talk with his or her teacher first. You then might want to seek outside resources to help your child. Several online resources provide math help, including worksheets and sample tests that conform to Common Core standards. Tutoring might be an option you consider as well. Innovative iPad-based math programs have emerged that combine the personalized approach of a tutor with today’s technology. This revolutionary approach also may feature a curriculum based on Common Core, thus ensuring your child’s learning at home is aligned with what he or she is learning at school.

The Truth About CCSS and Performance

Common Core aims to improve educational performance and standardize what students should learn at every grade in preparation for a lifetime of application, but it does not set curricula, nor does it direct how teachers should teach. As with any educational reform, some teachers, schools, and school districts will struggle with CCSS, some will seamlessly adapt, and some will thrive. As a parent, your responsibility is to monitor what your sixth-grader is learning, discover what is working or isn’t working for your child, and to communicate with his or her teacher—and to accept that your children’s math instruction does differ from what you learned when you were younger, or even what they might have learned last year. The transition can be a little daunting for parent and student alike, but that’s not a product of the standard itself. Common Core simply takes a new, more pointed approach to improving the quality of math instruction in this country.

The Benefits

As previously mentioned, CCSS decreases the number of topics students learn at each grade. However, the remaining topics are covered so extensively that the chances a child will master the corresponding skills increase. An analogy to this approach is comparing two restaurants. One restaurant has a varied menu with dozens of items; the other only serves hamburgers, fries, and milk shakes. The quality of the food at the first restaurant may vary upon the cooks’ experience, the multitude of ingredients required for so many offerings, and the efficiency (or lack thereof) of the staff. Because the second restaurant only serves three items, mastering those three items efficiently should result in an excellent customer experience. That’s not to say the first restaurant won’t succeed (because many do), but there’s always a chance that something on the menu won’t live up to the business’s own expectations.

By reducing the number of math topics taught, Common Core helps ensure students are truly ready for what comes next. Given the attention given to the included concepts, more practical applications and alternate operations of the math can be explored.

Coinciding with the reduction of topics is an emphasis on vigor—achieving a “deep command” of the math being taught. Students will be challenged to understand the concepts behind mathematical operations rather than just resorting to rote memorization and processes to get a right answer. Speed and accuracy are still important; kids won’t be getting away that easily from flash cards and quizzes that increase fluency. Moreover, Common Core places even additional emphasis on practical application—after all, the math kids learn now will be important when they become adults, even if they never have to think about prime numbers or symmetrical lines in their day-to-day lives.

Finally, CCSS links standards from grade to grade so that the skills learned at one level translate into the tools they need to learn at the next level. This coherence would seem an obvious educational approach, but often, there is no link—students are taught a skill in sixth grade that might not be used (and might have to be re-taught) until eighth. Each new concept in Common Core is an extension of a previous, already learned concept.

2 Grade 4: Introduction, Common Core State Standards Initiative

Math Practices to Help Improve Performance

In addition to the grade-specific standards it sets forth, Common Core also emphasizes eight “Standards of Mathematical Practice” that teachers at all levels are encouraged to develop in their students.3 These eight practices, designed to improve student performance, are described here, with added information on how they apply to sixth-graders.

• Make sense of problems and persevere in solving them. Students explain the problem to themselves and determine ways they can reach a solution. Then, they work at the problem until it’s solved. This CCSS math practice encourages students to take their time to read and try understanding the problem, emphasizing that the process is ultimately important even if it doesn’t result in a correct answer. Sixth-graders, for example, might create a table of numbered pairs to better understand a ratio. Students this age will also be encouraged to visualize the problem in order to better reach a solution.

• Construct viable arguments and critique the reasoning of others Students use their acquired math knowledge and previous results to explain or critique their work or the work of others. Sixth-graders may be asked to work in teams to solve a problem or set of problems, then present their work to the class.
• Model with mathematics This is just like it sounds: Students use math to solve real-world problems. Sixth-graders can be challenged to take the math skills they have learned into their own lives. For example, a student may use ratios and variable equations to determine how many lawns could be mowed in 30 hours if it takes 6 hours to mow 4 lawns.
• Use appropriate tools strategically Another self-explanatory practice: Students learn and determine which tools are best for the math problem at hand. Fourth-graders might be directed to fgure out the perimeter of their classroom and be given a choice of a yardstick, a 6-inch ruler, or a tape measurer to achieve that goal. They then decide which will work best toward a solution.
• Attend to precision Students strive to be exact and meticulous—period. A great thing about ratios and variable equations: Answers can be easily and efficiently double-checked, and sixth-graders will be expected to review an answer to ensure they were correct. Here’s another example of the importance of precision: Students can use the distributive property to express the sum of two whole numbers between 1 and 100 with a common factor as a multiple of a sum of two whole numbers with no common factor—e.g., 36+8 can also be expressed as 4 (9+2).
• Look for and make use of structure Students will look for patterns and structures within math and apply these discoveries to subsequent problems. For example, solving for x in an equation might be as simple as adding or subtracting the variable from each side—a basic algebraic principle that will help sixth-graders with variable expressions. Another example: The smaller number in negative inequality (e.g., -7
• Look for and express regularity in repeated reasoning Students come to realizations—“a-ha” moments is a good term for these realizations—about the math operations that they are performing and use this knowledge in subsequent problems. For example, a fourth-grader may realize that whenever an odd number is divided by an even number, there will be a remainder, which is something he or she can look for in future division problems.
• Look for and express regularity in repeated reasoning Students come to realizations—“aha” moments is a good term for these realizations—about the math operations that they are performing and use this knowledge in subsequent problems. For example, a sixth-grader might realize that 30 percent of a quantity is the same as 30/100 times the quantity. He or she can then use that knowledge when solving other problems involving percentages.

How to Help Your Children Succeed Beyond CCSS

Fortunately, CCSS does not have to be that stressful, for you or your fourth-grader. Here are some tips to help your children succeed with Common Core math:

A basic tenet of Common Core is to apply math principles to real-world situations. Why not start now? Give your child math problems when you are out and about— the grocery store, in traffic, the park, and so on. For example, if you are putting gasoline into your car, before you start dispensing the fuel, ask your fourth-grader how much money will be required to fill up your 15-gallon tank. Without a pencil and notebook to compute the answer, he or she might have to fall back on alternative math processes—processes that Common Core encourages—for a solution.

This suggestion can be read two ways. First, students will be encouraged to show how they arrived at an answer (and beginning with fourth-grade math, some answers can be self-checked to see if they are correct), especially within Common Core. Second, ask your children to show you their homework, particularly the challenging stuff. Explaining how a problem is solved is a basic CCSS tenet, so if your kids can be confident in explaining their work to you, they will carry that confidence into the classroom when the teacher asks for those same explanations.

If your fourth-grader is struggling with the new math standards, talk with his or her teacher first. You then might want to seek outside resources to help your child. Several online resources provide math help, including worksheets and sample tests that conform to Common Core standards. Tutoring might be an option you consider as well. Innovative iPad-based math programs have emerged that combine the personalized approach of a tutor with today’s technology. This revolutionary approach also may feature a curriculum based on Common Core, thus ensuring your child’s learning at home is aligned with what he or she is learning at school.

Math Practice Worksheets

Ratio and proportion.

Enter the ratio of number of boxes to number of cupcakes as a fraction in its simplest form: 3 boxes for 15 cupcakes

Identify all the equivalent ratios: For every 4 students who like Math in Victoria Public School, 8 like Chemistry.

12 laps in 3 hours = _ laps per hour

Steven saved $54 in 3 days. If he saved the same amount each day, how much money did he save in a day?

Which is a better buy?

• 7 items for $50
• 10 items for $61

Use a 2x multiplication table to write two equivalent ratios, a/c and b/d. Fill in the missing numbers. a/c = _ / _ b/d = _ / _

Are these ratios equivalent? 42 books for every 6 notepads 126 books for every 18 notepads

Write unit rate as a fraction in its simplest form Mason traveled 164 miles in 8 hours. If he traveled the same number of miles each hour, how many miles did he travel per hour?

Select the car that is the most efficient

Fill in the missing numbers a = _ b = _ c = _

If the value of x is 10, the value of y is _ .

Select the even number smaller than 5 and greater than -18.

Identify the coordinates of the point Z.

If the cross is reflected over the y-axis, give the coordinates of its reflected position.

When the point B is reflected over the y-axis, in which quadrant will the reflected point, B’, lie?

• Quadrant II
• Quadrant III
• Quadrant IV

Fill in the missing number The distance between (4, -2) and (4, 3) is _ units.

On the map of Jack’s neighborhood, Jack’s home is located at (5, 2). The park is located 3 units right of Jack’s home. What are the coordinates of the park?

Which is the farthest from Myra’s home?

T4 2/5 ÷ 3 7/9

The Highest Common Factor of 24 and 36 is _.

A set of tiles are put as a border of a room. Every third tile in the border is green and every fifth tile is checked. Which would be the first checked green tile?

Express in an equation form: If 8 is subtracted from a number, the answer is 14.

If a = -14 and b = 6, what is a x b?

Find the value of the expression, when x = 15. (6 ÷ 2)x - 4

Identify all the equivalent expressions

• p + p + p + p + p

If (30+20) is expressed as 10(2+3), where 10 is the greatest common factor of 30 and 20, how can you express (24+28)?

Study the table and define a rule for the output

Mason bought toffees for $3 and z candies costing $0.25 each. Which expression gives the total amount spent by Mason?

• 0.25 × z - 3
• 0.25 × z × 3
• 3 × z + 0.25
• 0.25 × z + 3

Select all the correct options: A shop sells a DVD for $8 and a CD for $4. Select the correct combinations that Mia would be able to buy if she has $40 dollars in hand.

• 3 DVDs and 5 CDs
• 2 DVDs and 6 CDs
• 4 DVDs and 2 CDs
• 5 DVDs and 1 CD

Is this statement true or false? When n is an integer less than 0, 10n > 1.

Select all the values that would make the inequality true: 15 - 4z > 6

Robert painted the walls and ceiling of two of his rooms. Each room measures 15 ft × 20 ft × 12 ft. How many rectangular faces did he paint?

Does the net match the solid figure of a triangular pyramid?

Which solid figure does the net represent?

Scroll down to see all the options: Which other faces have the same area as B? Select all the correct options.

What is the surface area of the net, in square inches, if each small square measures 1 square inch?

A rectangular pyramid and its net are given. Fill in the missing number. The area of the net is _ cm².

The area of one of the faces of a closed rectangular prism is 90 cm². The area of another face is 126 cm². If the area of the base is 35 cm², what is the surface area of the prism in cm²?

Emily is building a tent in the shape of a square pyramid. The area of the base is 25 ft² and the side and height of each of the triangular faces is 5 ft. How much material, in ft², does Emily need to build the tent?

Perimeter of a rectangle is 58 cm and one side is 14 cm. Calculate the area in sq. cm.

A cube and its net are given. Fill in the missing number. The area of the net is _ ft².

50 students of grade 5 are asked their ages. In which of these statements can you anticipate more variability?

• What is your age in months?

Stella collected the price of DVDs sold at the neighborhood store. The dot plot represents the data she collected. Describe the shape of data distribution.

• The distribution is symmetrical
• The data is clustered
• The data has an outlier.
• The distribution is skewed to the left

Identify the sampling method that the statement conveys: Andrew asks five members of every age group attending the gym about the number of hours in a week they exercise.

• Representative

The Basketball team of Brentwood High School played 5 games in a tournament and their scores are depicted in the Box and Whisker plot. What was their highest score?

The sizes of farms (in acres) in Sonoma County and Ben Hill County are depicted in the histograms. There are _ more 50-acre farms in Sonoma County than in Ben Hill County.

An ice-cream store recorded the different types of icecreams sold in a day. The table shows the data. How many Vanilla ice-creams were sold?

Holdings Inc. launched a new website. The number of hits on the first 5 days are listed here: 35, 95, 120, 115, 110 What is the effect of the outlier on the mean?

• The outlier increases the mean
• The outlier decreases the mean.
• The outlier has no effect on the mean.

Fill in the missing number The time (in seconds) taken by 10 contestants to complete a puzzle was recorded.

52, 48, 59, 62, 54, 135, 51, 59, 62, 58

The mean increases by _ seconds when outlier is included.

The line graph represents the price of stationery items at a departmental store.

Eva is taking French classes. The following are the number of new words learned by her over a period of 10 days.

5, 8, 7, 10, 6, 3, 12, 7, 8, 15

The range of the of the data is _ .

• (2) A), B), C)
• (6) 6, 10, 12, 20
• (10) 3, 5, 7, 10
• (3) (-8, -8)
• (8) 1 14/85
• (10) A, B, C, D

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6th Grade Math Worksheets and Study Guides

The big ideas in Sixth Grade Math include connecting ratio and rate to whole number multiplication and division and using concepts of ratio and rate to solve problems, division of fractions, rational numbers, writing, interpreting, and using expressions and equations and understanding of basic concepts in statistics and probability.

Math Worksheets and Study Guides Sixth Grade

Data analysis & probability, probability, expressions & equations, algebraic equations, commutative/associative properties, coordinates, distributive property, one & two step equations, order of operations, simple algebra, area and circumference of circles, area of coordinate polygons, area of triangles and quadrilaterals, diameter of circle, measurement, plotting points, ratios & proportional relationships, add/subtract fractions, adding fractions, fractions/decimals, multiplication, multiply / divide fractions, multiply fractions, number patterns, ordering fractions, percent, rate, base, proportions/equivalent fractions, simple proportions, simplify fractions, the number system, evaluate exponents, exponents to repeated multiplication, mixed numbers, multiple representation of rational numbers, repeated multiplication to exponents, whole numbers to trillions, newpath learning resources are fully aligned to us education standards. select a standard below to view aligned activities for your selected subject and grade:.

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Grade 6 Math Worksheets

Grade 6 is where we really start to do actual algebra. Not only solving for x, but using variables in the form of an expression. The main pre-algebra skill is to understand how to use variables to manipulate equations and expressions. Ratios and proportions really dominate the start of the year; although I have seen many teachers tackle the algebra portion of the curriculum first. Place value within a decimal setting are looked at often. This pivots to help students understand the relationship between a stated as a fraction, decimal, or percentage. Statistics is used heavily at this grade level, but mostly to understand data and the way it way be displayed. The year normally ends off with plotting ordered pairs on a coordinate graph. To enhance your learning environment, we also have 6th Grade Math Posters . Below you will find links to literally hundreds of printable worksheets and lessons for 6th graders.

Ratios & Proportions Worksheets

• The Concept of Ratios (6.RP.A.1) - We introduce students to the concept of comparing one thing to another.
• Unit Rates and Ratios : The Relationship (6.RP.A.2) - We show how these two differ and relate.
• Ratio and Rates Word Problems (6.RP.A.3) - Word based problems that include rates and/or a ratio.
• Tape Diagrams / Bar Models (6.RP.A.3) - You will find these to be much more common on standard math assessments these days.
• Unit Rates with Speed and Price Word Problems (6.RP.A.3b) - These are specifically related to speed and pricing calculations.
• Percentage as a Rate per Hundred (6.RP.A.3c) - We show how rate and percentages are related and their proper usage.
• Find Percentages of Numbers (6.RP.A.3c) - A highly underrated skill in today's world.
• Ratios and Units of Measurement (6.RP.A.3d) -Converting measures between units is directly related to understanding ratios.
• Finding Percentages By Using Decimal Method (6.RP.A.3) - This relates decimals to percentages.
• Finding Percentages By Using Fraction Method (6.RP.A.3) - A less popular method, but helpful under the right conditions.
• Finding Percentages By Using Ratio Method (6.RP.A.3) - This is the most popular way of applying this.
• Finding the Percentage of a Decimal Value (6.RP.A.3) - We also include word and story problems for you to work with.
• How Much Greater Is The Percentage Value (6.RP.A.3) - This takes value comparisons to a new level by having you explain the degree in which something is greater than.

The Number System Worksheets

• Interpret and Compute Quotients of Fractions (6.NS.A.1) - This is where we start to see the concept and usage of cross multiplication.
• Fractions of Integers (6.NS.A.1) - This is a helpful skill for personal finance.
• Long Division of Large Numbers (6.NS.B.2) - These values can get pretty cumbersome, if you don’t curtail your values.
• Basic Math Operations with Decimals (6.NS.B.3) - We go through the operations and usages with decimals.
• Addition of Decimals (6.NS.B.3) - The key here is to properly align your values before you begin.
• Adding and Subtracting Decimals and Fractions (6.NS.B.3) - I usually will yield to using decimal values, if I have my choice.
• Greatest Common Factor and Least Common Multiple (6.NS.B.4) - When you are trying simplify a fraction or series of fractions, we always come back to GCF and LCM.
• Factors of an Integer (6.NS.B.4) - This is a skill that applies to so many different areas of math.
• Prime Factorization and Factor Trees (6.NS.B.4) - These help you quickly find common factors between values.
• Understanding Positive and Negative Numbers (6.NS.C.5) - This is best explained with the help of a numbers line.
• Using Number Lines In Math (6.NS.C.5) - These are super helpful tools.
• Understand A Rational Number As A Point (6.NS.C.6a) - It should be explained that this applies to the value in linear terms.
• Understand Signs of Numbers in Ordered Pairs (6.NS.C.6b) - We make our way towards using the coordinate plane.
• Coordinate Graphing and Position (6.NS.C.6.C) - The best way to introduce this is with a healthy and friendly battleship game.
• Coordinate Planes (6.NS.C.6.C) - These are used in just about every type of navigation on Earth.
• Quadrants (6.NS.C.6.C) - We discuss the concept and uses of the four quadrant system.
• Inequalities and Numbers Lines (6.NS.C.7a) - Students often get tripped up on remembering whether an inequality diagram should be opened or closed.
• Ordering For Rational Numbers (6.NS.C.7b) - This is not as easy as it sounds.
• Working with Absolute Value (6.NS.C.7c) - When put in the context of the coordinate plane or a number line, absolute value has many uses.
• Absolute Value in Word Problems (6.NS.C.7d) - You will often only see word problems that relate to temperature across the Internet. We are much more creative than that.
• Using Graphs To Solve Real World Problems (6.NS.C.8) - This is what it is all about and why we put so much time into math.

Expressions and Equations Worksheets

• Evaluating Numerical Expressions with Exponents (6.EE.A.1) - The goal is to isolate the value that has an exponent and work with it early on in the problem.
• Making Words With Calculator Fun (6.EE.A.1) - Come on, this is fun! We had to make a place for it on our site.
• Comparing Exponents (6.EE.A.1) - We are really just considering the end values.
• PEMDAS with Fractions, Decimals, and Exponents (6.EE.1) - The order of operations is difficult enough, but when you throw in different forms of values it can get frustrating.
• Evaluating Written Expressions (6.EE.A.2a) - All you need to do is make sense and apply the expression.
• Using Tables and Data Charts With Expressions (6.EE.A.2a) - When used properly, they can have a great deal of influence of how we view or interpret data.
• Expressions That Use Math Terms (6.EE.A.2b) - We help break those expressions down and don’t get too tripped up on terms that we come across.
• Expressions Used In Word Problems (6.EE.A.2c) - These can come in handy with statistics and probability problems.
• Basic Operations and Generating Equivalent Expressions (6.EE.A.3) - We work through rewriting and reforming expressions.
• Creating and Identifying Equivalent Expressions (6.EE.A.3) - This is where the foundations of computer programming start appearing in the math curriculum.
• Solve One-Variable Equations and Inequalities (6.EE.A.4) - It is all about getting a value to a single side.
• Combine Like Terms and Expand Terms (6.EE.A.4) - This can really simplify your life.
• Solving Equations and Inequalities (6.EE.B.5) - Understanding the differences between equations and inequalities is helpful.
• Using Variables to Represent Numbers (6.EE.B.6) - We explain why we do this and then how to approach it.
• Solve Real-world Mathematical Problems With Expressions (6.EE.B.7) - Expressions can really make understanding complex systems an easy task.
• Single Step Algebra Equation Solving (6.EE.B.7) - As basic as it gets.
• Conditional Expressions (6.EE.B.7) - Only under certain conditions can this help you make a change.
• Missing Factors Multiplication (6.EE.B.7) - This helps you put the factors together in one.
• Solving Simple Equations With Fractions and Decimals (6.EE.B.7) - The same fundamentals apply regardless of the number format.
• Single Step Algebra Problems (Addition and Subtraction Based) (6.EE.B.7) - You basically just need to reverse the sign as you move it across to the other side.
• Single Step Algebra Problems (Division and Multiplication Based) (6.EE.B.7) - It is not a huge leap from the last worksheet series.
• Inequality Constraint or Condition Word Problems (6.EE.B.8) - We these we are trying to gauge the optimal condition.
• Using Variables to Represent Two Quantities (6.EE.C.9) - Students get confused when they first see two variables in any setting.

Geometry Worksheets

• Area of Irregular Shapes (6.G.A.1) - This builds off of the concept of working fitting regular shapes into those odd shapes.
• Find The Volume Of A Right Rectangular Prism (6.G.A.2) - The measure of height is usually where students go wrong here.
• Polygons in the Coordinate Plane (6.G.A.3) - The applications of this type of math is infinite it today's world.
• Using Nets to Understand 3-D Figures (6.G.A.4) - This takes a good spatial memory.
• Finding the Area of Composite Shapes (6.G.A.4) - You will find multiple ways to approach these problems. Choose the form that seems to work best for you.

Statistics & Probability Worksheets

• Statistical Variability in Data (6.SP.A.1) - This measure gives you an idea of how much the data dances around.
• Mean, Median, and Range From Data Displays (6.SP.A.2) - We are working here without hard data.
• Stem and Leaf Plots (Related to 6.SP.A.2 (Not specifically part of standard)) - This is a form that short hand notation that gives you another option for displaying data.
• The Measure of Center of Data Sets (6.SP.A.3) - How tightly compact is your data?
• Summarizing and Interpreting Data Sets (6.SP.A.3) - If you want to frame a good argument, this is where you want to present this.
• Understanding Data Displays (6.SP.B.4) - There are many different ways to show off data.
• Math Patterns on Number Lines (6.SP.B.4) - Have the ability to recognize patterns is the goal for this whole section.
• Summarizing Numerical Data Sets (6.SP.B.5a & b) - This helps you form an explanation for the values you are seeing.
• The Attributes of Data and Units of Measure (6.SP.B.5b) - Understanding how to approach data and units of value.
• Measures of Mean, Median, Mode, and Range (6.SP.B.5c) - The measures of central tendency.
• Interquartile Range (6.SP.B.5c) - This is a measure of the middle values of your data set.
• Mean Absolute Deviation (6.SP.B.5c) - How far from the average does your data span.
• Frequency and Data Distribution (6.SP.B.5d) - This lets you know how common a data piece is.

What Math Skills Should Students Know Before They Reach Grade 6?

Understanding what students need to learn in grade 6 starts with building off of what they already have mastered. At this point students should have a solid understanding of their math operations. They should be able to find the product of larger numbers. They should have a solid foundation rooted in decimals. They should be able to compare and round decimals. They should be comfortable performing math operations with both decimals (to hundredths). When it comes to fractions, they should have mastered finding a common denominator in addition to adding, subtracting, and comparing fractional values. When evaluating data sets grade 6 students should be able to create and understand how to appraise bar and line graphs. I also find that there is some level of crossover from other subjects, they are very comfortable with Venn diagrams at this level. Their geometry skills are ready to be heightened, but they know their way around a protractor. They should also be able to sort geometric shapes and be able to classify triangles, quadrilaterals, and commonly studied polygons. These core skills will provide them the foundation required to move to more advanced skills that they will tackle in grade 6. The best advice we could give to students is to be conscious of math endurance. Having patience is a key habit with this material.

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Mastering Grade 6 Math The Ultimate Step by Step Guide to Acing 6th Grade Math

6th grade mathematics concepts, whole numbers.

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• Simplifying Fractions
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Multiplication Facts Worksheets

Welcome to the multiplication facts worksheets page at Math-Drills.com! On this page, you will find Multiplication worksheets for practicing multiplication facts at various levels and in a variety of formats. This is our most popular page due to the wide variety of worksheets for multiplication available. Or it could be that learning multiplication facts and multiplication strategies are essential to many topics in mathematics beyond third grade math.

Learning multiplication facts to the point of quick recall should be a goal for all students and will serve them well in their math studies. Multiplication facts are actually easier to learn than you might think. First of all, it is only essential to learn the facts from 1 to 9. Somewhere along the way students can learn that anything multiplied by zero is zero. Hopefully, that is an easy one. Students also need to learn to multiply by ten as a precursor to learning how to multiply other powers of ten. After those three skills are learned, everything else is long multiplication. Multiplying by 11 is actually two-digit multiplication. Now, learning fact tables of 11 and beyond will do no harm to those students who are keen and able to learn these things quickly, and it might help them figure out how many eggs are in a gross faster than anyone else, but keep it simple for those students who struggle a bit more.

Most Popular Multiplication Facts Worksheets this Week

Multiplication Facts Tables

The multiplication tables with individual questions include a separate box for each number. In each box, the single number is multiplied by every other number with each question on one line. The tables may be used for various purposes such as introducing the multiplication tables, skip counting, as a lookup table, patterning activities, and memorizing.

• Multiplication Facts Tables from 1 to 12 Multiplication Facts Tables in Gray 1 to 12 Multiplication Facts Tables in Gray 1 to 12 (Answers Omitted) Multiplication Facts Tables in Color 1 to 12 Multiplication Facts Tables in Color 1 to 12 (Answers Omitted) Multiplication Facts Tables in Montessori Colors 1 to 12 Multiplication Facts Tables in Montessori Colors 1 to 12 (Answers Omitted)
• Multiplication Facts Tables from 0 to 11 Multiplication Facts Tables in Gray 0 to 11 Multiplication Facts Tables in Gray 0 to 11 (Answers Omitted) Multiplication Facts Tables in Color 0 to 11 Multiplication Facts Tables in Color 0 to 11 (Answers Omitted) Multiplication Facts Tables in Montessori Colors 0 to 11 Multiplication Facts Tables in Montessori Colors 0 to 11 (Answers Omitted)
• Multiplication Facts Tables from 13 to 24 Multiplication Facts Tables in Gray 13 to 24 Multiplication Facts Tables in Gray 13 to 24 (Answers Omitted) Multiplication Facts Tables in Color 13 to 24 Multiplication Facts Tables in Color 13 to 24 (Answers Omitted)

The compact multiplication tables are basically lookup charts. To look up a multiplication fact, find the first factor in the column header and the second factor in the row headers; then use straight edges, your fingers or your eyes to find where the column and row intersect to get the product. These tables are better than the previous tables for finding patterns, but they can be used in similar ways. Each PDF includes a filled out table page and a blank table page. The blank tables can be used for practice or assessment. You might also make a game out of it, such as "Pin the Fact on the Table" (a play on Pin the Tail on the Donkey). Students are given a product (answer) and they pin it on an enlarged version or the table (photocopier enlargement, interactive whiteboard, overhead projector, etc.). Paper-saving versions with multiple tables per page are included. The left-handed versions of the multiplication tables recognize that students who use their left hands might block the row headings on the right-handed versions.

• Compact Multiplication Facts Tables from 1 to 7 Multiplication Table to 49 (1 Filled and 1 Blank) Multiplication Table to 49 (9 Filled and 9 Blank) Left-Handed Multiplication Table to 49 (1 Filled and 1 Blank) Left-Handed Multiplication Table to 49 (9 Filled and 9 Blank)
• Compact Multiplication Facts Tables from 1 to 9 Multiplication Table to 81 (1 Filled and 1 Blank) Multiplication Table to 81 (6 Filled and 6 Blank) Left-Handed Multiplication Table to 81 (1 Filled and 1 Blank) Left-Handed Multiplication Table to 81 (6 Filled and 6 Blank)
• Compact Multiplication Facts Tables from 1 to 10 Multiplication Table to 100 (1 Filled and 1 Blank) Multiplication Table to 100 (6 Filled and 6 Blank) Left-Handed Multiplication Table to 100 (1 Filled and 1 Blank) Left-Handed Multiplication Table to 100 (6 Filled and 6 Blank)
• Compact Multiplication Facts Tables from 1 to 12 Multiplication Table to 144 (1 Filled and 1 Blank) Multiplication Table to 144 (4 Filled and 4 Blank) Left-Handed Multiplication Table to 144 (1 Filled and 1 Blank) Left-Handed Multiplication Table to 144 (4 Filled and 4 Blank)

Five Minute Multiplication Frenzies

Five minute frenzy charts are 10 by 10 grids that are used for multiplication fact practice (up to 12 x 12) and improving recall speed. They are very much like compact multiplication tables, but all the numbers are mixed up, so students are unable to use skip counting to fill them out. In each square, students write the product of the column number and the row number. They try to complete the chart in a set time with an accuracy goal (such as less than five minutes and score 98 percent or better).

It is important to note here that you should NOT have students complete five minute frenzies if they don't already know all of the multiplication facts that appear on them. If you want them to participate with the rest of the class, cross off the rows and columns that they don't know and have them complete a modified version. Remember, these charts are for practice and improving recall, not a teaching tool by itself.

Students who write with their left hands may cover the row headings on the right-handed versions, so the left-handed versions have the row headings on the other side.

• Multiplication Frenzies from 0 to 9 Multiplication Frenzy with Factors from 0 to 9 ( 1 Chart Per Page) Multiplication Frenzy with Factors from 0 to 9 ( 4 Charts Per Page) Left-Handed Multiplication Frenzy with Factors from 0 to 9 ( 1 Chart Per Page) Left-Handed Multiplication Frenzy with Factors from 0 to 9 ( 4 Charts Per Page)
• Multiplication Frenzies from 1 to 10 Multiplication Frenzy with Factors from 1 to 10 ( 1 Chart Per Page) Multiplication Frenzy with Factors from 1 to 10 ( 4 Charts Per Page) Left-Handed Multiplication Frenzy with Factors from 1 to 10 ( 1 Chart Per Page) Left-Handed Multiplication Frenzy with Factors from 1 to 10 ( 4 Charts Per Page)
• Multiplication Frenzies from 2 to 12 Multiplication Frenzy with Factors from 2 to 12 ( 1 Chart Per Page) Multiplication Frenzy with Factors from 2 to 12 ( 4 Charts Per Page) Left-Handed Multiplication Frenzy with Factors from 2 to 12 ( 1 Chart Per Page) Left-Handed Multiplication Frenzy with Factors from 2 to 12 ( 4 Charts Per Page)
• Multiplication Frenzies from 5 to 15 Multiplication Frenzy with Factors from 5 to 15 ( 1 Chart Per Page) Multiplication Frenzy with Factors from 5 to 15 ( 4 Charts Per Page) Left-Handed Multiplication Frenzy with Factors from 5 to 15 ( 1 Chart Per Page) Left-Handed Multiplication Frenzy with Factors from 5 to 15 ( 4 Charts Per Page)

Multiplication Facts up to the 7 Times Table

This section includes math worksheets for practicing multiplication facts to from 0 to 49. There are two worksheets in this section that include all of the possible questions exactly once on each page: the 49 question worksheet with no zeros and the 64 question worksheet with zeros. All others either contain all the possible questions plus some repeats or a unique subset of the possible questions.

• Multiplication Facts up to the 7 Times Table (No Zeros) Multiplication Facts to 49 ( 100 Questions) ( No Zeros ) ✎ Multiplication Facts to 49 ( 50 Questions ) ( No Zeros ) ✎ Multiplication Facts to 49 ( 49 Questions) ( No Zeros ) ✎ Multiplication Facts to 49 ( 25 Questions ) ( No Zeros ) ✎
• Multiplication Facts up to the 7 Times Table (With Zeros) Multiplication Facts to 49 ( 100 Questions) ( With Zeros ) ✎ Multiplication Facts to 49 ( 64 Questions) ( With Zeros ) ✎ Multiplication Facts to 49 ( 50 Questions ) ( With Zeros ) ✎ Multiplication Facts to 49 ( 25 Questions ) ( With Zeros ) ✎
• Horizontally Arranged Multiplication Facts up to the 5 Times Table Horizontally Arranged Multiplication Facts with Products to 25 ( 100 Questions) ✎ Horizontally Arranged Multiplication Facts with Products to 25 ( 50 Questions ) ✎ Horizontally Arranged Multiplication Facts with Products to 25 ( 25 Questions ; Large Print) ✎
• Horizontally Arranged Multiplication Facts up to the 6 Times Table Horizontally Arranged Multiplication Facts with Products to 36 ( 100 Questions) ✎ Horizontally Arranged Multiplication Facts with Products to 36 ( 50 Questions ) ✎ Horizontally Arranged Multiplication Facts with Products to 36 ( 25 Questions ; Large Print) ✎
• Horizontally Arranged Multiplication Facts up to the 7 Times Table Horizontally Arranged Multiplication Facts with Products to 49 ( 100 Questions) ✎ Horizontally Arranged Multiplication Facts with Products to 49 ( 50 Questions ) ✎ Horizontally Arranged Multiplication Facts with Products to 49 ( 25 Questions ; Large Print) ✎

When a student first learns multiplication facts, try not to overwhelm them with the entire multiplication table. The following worksheets include one row of the facts in order with the target digit on the bottom and one row with the target digit on the top. The remaining rows include each of the facts once, but the target digit is randomly placed on the top or the bottom and the facts are randomly mixed on each row.

• Multiplying (1 to 7) by Individual Facts Multiplying (1 to 7) by 1 ✎ Multiplying (1 to 7) by 2 ✎ Multiplying (1 to 7) by 3 ✎ Multiplying (1 to 7) by 4 ✎ Multiplying (1 to 7) by 5 ✎ Multiplying (1 to 7) by 6 ✎ Multiplying (1 to 7) by 7 ✎
• Multiplying (0 to 7) by Individual Facts Multiplying (0 to 7) by 0 ✎ Multiplying (0 to 7) by 1 ✎ Multiplying (0 to 7) by 2 ✎ Multiplying (0 to 7) by 3 ✎ Multiplying (0 to 7) by 4 ✎ Multiplying (0 to 7) by 5 ✎ Multiplying (0 to 7) by 6 ✎ Multiplying (0 to 7) by 7 ✎
• Horizontally Arranged Multiplying (1 to 7) by Individual Facts (100 Questions per page) Horizontally Arranged Multiplying (1 to 7) by 1 ( 100 Questions ) ✎ Horizontally Arranged Multiplying (1 to 7) by 2 ( 100 Questions ) ✎ Horizontally Arranged Multiplying (1 to 7) by 3 ( 100 Questions ) ✎ Horizontally Arranged Multiplying (1 to 7) by 4 ( 100 Questions ) ✎ Horizontally Arranged Multiplying (1 to 7) by 5 ( 100 Questions ) ✎ Horizontally Arranged Multiplying (1 to 7) by 6 ( 100 Questions ) ✎ Horizontally Arranged Multiplying (1 to 7) by 7 ( 100 Questions ) ✎
• Horizontally Arranged Multiplying (1 to 7) by Individual Facts (50 Questions per page) Horizontally Arranged Multiplying (1 to 7) by 1 ( 50 Questions ) ✎ Horizontally Arranged Multiplying (1 to 7) by 2 ( 50 Questions ) ✎ Horizontally Arranged Multiplying (1 to 7) by 3 ( 50 Questions ) ✎ Horizontally Arranged Multiplying (1 to 7) by 4 ( 50 Questions ) ✎ Horizontally Arranged Multiplying (1 to 7) by 5 ( 50 Questions ) ✎ Horizontally Arranged Multiplying (1 to 7) by 6 ( 50 Questions ) ✎ Horizontally Arranged Multiplying (1 to 7) by 7 ( 50 Questions ) ✎
• Horizontally Arranged Multiplying (1 to 7) by Individual Facts (25 Questions per page) Horizontally Arranged Multiplying (1 to 7) by 1 ( 25 Questions ; Large Print) ✎ Horizontally Arranged Multiplying (1 to 7) by 2 ( 25 Questions ; Large Print) ✎ Horizontally Arranged Multiplying (1 to 7) by 3 ( 25 Questions ; Large Print) ✎ Horizontally Arranged Multiplying (1 to 7) by 4 ( 25 Questions ; Large Print) ✎ Horizontally Arranged Multiplying (1 to 7) by 5 ( 25 Questions ; Large Print) ✎ Horizontally Arranged Multiplying (1 to 7) by 6 ( 25 Questions ; Large Print) ✎ Horizontally Arranged Multiplying (1 to 7) by 7 ( 25 Questions ; Large Print) ✎
• Multiplying Doubles Multiplying Doubles up to 7 x 7

Multiplication Facts up to the 9 Times Table

This section includes math worksheets for practicing multiplication facts from 0 to 81. There are three worksheets (marked with *) in this section that include all of the possible questions in the specified range exactly once on each page: the 64 question worksheet with no zeros or ones, the 81 question worksheet with no zeros, and the 100 question worksheet with zeros. All others either contain all the possible questions plus some repeats or a unique subset of the possible questions.

• Multiplication Facts up to the 9 Times Table (No Zeros or Ones) Multiplication Facts to 81 ( 100 Questions) ( No Zeros or Ones ) ✎ Multiplication Facts to 81 ( 81 Questions) ( No Zeros or Ones ) ✎ *Multiplication Facts to 81 ( 64 Questions) ( No Zeros or Ones ) ✎ Multiplication Facts to 81 ( 50 Questions ) ( No Zeros or Ones ) ✎ Multiplication Facts to 81 ( 25 Questions ) ( No Zeros or Ones ) ✎
• Multiplication Facts up to the 9 Times Table (No Zeros) Multiplication Facts to 81 ( 100 Questions) ( No Zeros ) ✎ *Multiplication Facts to 81 ( 81 Questions) ( No Zeros ) ✎ Multiplication Facts to 81 ( 50 Questions ) ( No Zeros ) ✎ Multiplication Facts to 81 ( 25 Questions ) ( No Zeros ) ✎
• Multiplication Facts up to the 9 Times Table (With Zeros) *Multiplication Facts to 81 ( 100 Questions) ( With Zeros ) ✎ Multiplication Facts to 81 ( 81 Questions) ( With Zeros ) ✎ Multiplication Facts to 81 ( 50 Questions ) ( With Zeros ) ✎ Multiplication Facts to 81 ( 25 Questions ) ( With Zeros ) ✎
• Horizontally Arranged Multiplication Facts up to the 8 Times Table Horizontally Arranged Multiplication Facts with Products to 64 ( 100 Questions) ✎ Horizontally Arranged Multiplication Facts with Products to 64 ( 50 Questions ) ✎ Horizontally Arranged Multiplication Facts with Products to 64 ( 25 Questions ; Large Print) ✎
• Horizontally Arranged Multiplication Facts up to the 9 Times Table Horizontally Arranged Multiplication Facts with Products to 81 ( 100 Questions) ✎ Horizontally Arranged Multiplication Facts with Products to 81 ( 50 Questions ) ✎ Horizontally Arranged Multiplication Facts with Products to 81 ( 25 Questions ; Large Print) ✎

When learning multiplication facts, it is useful to have each fact isolated on a set of practice questions to help reinforce the individual fact. The following worksheets isolate each fact. These worksheets can be used as practice sheets, assessment sheets, or in conjunction with another teaching strategy such as manipulative use.

• Multiplying (1 to 9) by Individual Facts (81 Questions per Page) Multiplying (1 to 9) by 0 ( 81 Questions) ✎ Multiplying (1 to 9) by 1 ( 81 Questions) ✎ Multiplying (1 to 9) by 2 ( 81 Questions) ✎ Multiplying (1 to 9) by 3 ( 81 Questions) ✎ Multiplying (1 to 9) by 4 ( 81 Questions) ✎ Multiplying (1 to 9) by 5 ( 81 Questions) ✎ Multiplying (1 to 9) by 6 ( 81 Questions) ✎ Multiplying (1 to 9) by 7 ( 81 Questions) ✎ Multiplying (1 to 9) by 8 ( 81 Questions) ✎ Multiplying (1 to 9) by 9 ( 81 Questions) ✎ Multiplying (1 to 9) by (3 and 4) ( 81 Questions) ✎ Multiplying (1 to 9) by (4 and 5) ( 81 Questions) ✎ Multiplying (1 to 9) by (5 and 6) ( 81 Questions) ✎ Multiplying (1 to 9) by (6 and 7) ( 81 Questions) ✎ Multiplying (1 to 9) by (7 and 8) ( 81 Questions) ✎ Multiplying (1 to 9) by (8 and 9) ( 81 Questions) ✎ Multiplying (1 to 9) by (6 to 8) ( 81 Questions) ✎ Multiplying (1 to 9) by (7 to 9) ( 81 Questions) ✎ Multiplying (1 to 9) by (6 to 9) ( 81 Questions) ✎
• Multiplying (2 to 9) by Individual Facts (100 Questions per Page) Multiplying (2 to 9) by (6 to 8) ( 100 Questions) ✎ Multiplying (2 to 9) by (7 to 9) ( 100 Questions) ✎
• Multiplying (1 to 9) by Individual Facts (36 Questions per Page; Large Print) Multiplying (1 to 9) by 0 ( 36 Questions) ✎ Multiplying (1 to 9) by 1 ( 36 Questions) ✎ Multiplying (1 to 9) by 2 ( 36 Questions) ✎ Multiplying (1 to 9) by 3 ( 36 Questions) ✎ Multiplying (1 to 9) by 4 ( 36 Questions) ✎ Multiplying (1 to 9) by 5 ( 36 Questions) ✎ Multiplying (1 to 9) by 6 ( 36 Questions) ✎ Multiplying (1 to 9) by 7 ( 36 Questions) ✎ Multiplying (1 to 9) by 8 ( 36 Questions) ✎ Multiplying (1 to 9) by 9 ( 36 Questions) ✎ Multiplying (1 to 9) by (6 and 7) ( 36 Questions) ✎ Multiplying (1 to 9) by (7 and 8) ( 36 Questions) ✎ Multiplying (1 to 9) by (8 and 9) ( 36 Questions) ✎ Multiplying (1 to 9) by (6 to 8) ( 36 Questions) ✎ Multiplying (1 to 9) by (7 to 9) ( 36 Questions) ✎ Multiplying (1 to 9) by (6 to 9) ( 36 Questions) ✎
• Horizontally Arranged Multiplying (0 to 9) by Individual Facts (100 Questions per Page) Horizontally Arranged Multiplying ( 0 to 9 ) by 0 ( 100 Questions) ✎ Horizontally Arranged Multiplying ( 0 to 9 ) by 1 ( 100 Questions) ✎ Horizontally Arranged Multiplying ( 0 to 9 ) by 2 ( 100 Questions) ✎ Horizontally Arranged Multiplying ( 0 to 9 ) by 3 ( 100 Questions) ✎ Horizontally Arranged Multiplying ( 0 to 9 ) by 4 ( 100 Questions) ✎ Horizontally Arranged Multiplying ( 0 to 9 ) by 5 ( 100 Questions) ✎ Horizontally Arranged Multiplying ( 0 to 9 ) by 6 ( 100 Questions) ✎ Horizontally Arranged Multiplying ( 0 to 9 ) by 7 ( 100 Questions) ✎ Horizontally Arranged Multiplying ( 0 to 9 ) by 8 ( 100 Questions) ✎ Horizontally Arranged Multiplying ( 0 to 9 ) by 9 ( 100 Questions) ✎
• Horizontally Arranged Multiplying (0 to 9) by Individual Facts (50 Questions per Page) Horizontally Arranged Multiplying ( 0 to 9 ) by 0 ( 50 Questions ) ✎ Horizontally Arranged Multiplying ( 0 to 9 ) by 1 ( 50 Questions ) ✎ Horizontally Arranged Multiplying ( 0 to 9 ) by 2 ( 50 Questions ) ✎ Horizontally Arranged Multiplying ( 0 to 9 ) by 3 ( 50 Questions ) ✎ Horizontally Arranged Multiplying ( 0 to 9 ) by 4 ( 50 Questions ) ✎ Horizontally Arranged Multiplying ( 0 to 9 ) by 5 ( 50 Questions ) ✎ Horizontally Arranged Multiplying ( 0 to 9 ) by 6 ( 50 Questions ) ✎ Horizontally Arranged Multiplying ( 0 to 9 ) by 7 ( 50 Questions ) ✎ Horizontally Arranged Multiplying ( 0 to 9 ) by 8 ( 50 Questions ) ✎ Horizontally Arranged Multiplying ( 0 to 9 ) by 9 ( 50 Questions ) ✎
• Horizontally Arranged Multiplying (0 to 9) by Individual Facts (25 Questions per Page; Large Print) Horizontally Arranged Multiplying ( 0 to 9 ) by 0 ( 25 Questions ; Large Print) ✎ Horizontally Arranged Multiplying ( 0 to 9 ) by 1 ( 25 Questions ; Large Print) ✎ Horizontally Arranged Multiplying ( 0 to 9 ) by 2 ( 25 Questions ; Large Print) ✎ Horizontally Arranged Multiplying ( 0 to 9 ) by 3 ( 25 Questions ; Large Print) ✎ Horizontally Arranged Multiplying ( 0 to 9 ) by 4 ( 25 Questions ; Large Print) ✎ Horizontally Arranged Multiplying ( 0 to 9 ) by 5 ( 25 Questions ; Large Print) ✎ Horizontally Arranged Multiplying ( 0 to 9 ) by 6 ( 25 Questions ; Large Print) ✎ Horizontally Arranged Multiplying ( 0 to 9 ) by 7 ( 25 Questions ; Large Print) ✎ Horizontally Arranged Multiplying ( 0 to 9 ) by 8 ( 25 Questions ; Large Print) ✎ Horizontally Arranged Multiplying ( 0 to 9 ) by 9 ( 25 Questions ; Large Print) ✎
• Multiplying Doubles Multiplying Doubles up to 9 x 9

Some students are a little more motivated when learning is turned into a game. Multiplication bingo encourages students to recall multiplication facts in an environment of competition.

• Multiplication Bingo Game Multiplication Bingo Cards for Facts 1 to 9 Multiplication Bingo Facts 1 to 9 Teacher Call Cards

Multiplication Facts up to the 10 Times Table

Multiplying by 10 is often a lesson itself, but here we have included it with the other facts. Students usually learn how to multiply by 10 fairly quickly, so this section really is not a whole lot more difficult than the multiplication facts to 81 section.

• Multiplication Facts up to the 10 Times Table (No Zeros or Ones) Multiplication Facts to 100 ( 100 Questions) ( No Zeros or Ones ) ✎ *Multiplication Facts to 100 ( 81 Questions) ( No Zeros or Ones ) ✎ Multiplication Facts to 100 ( 50 Questions ) ( No Zeros or Ones ) ✎ Multiplication Facts to 100 ( 25 Questions ) ( No Zeros or Ones ) ✎
• Multiplication Facts up to the 10 Times Table (No Zeros) *Multiplication Facts to 100 ( 100 Questions) ( No Zeros ) ✎ Multiplication Facts to 100 ( 50 Questions ) ( No Zeros ) ✎ Multiplication Facts to 100 ( 25 Questions ) ( No Zeros ) ✎
• Multiplication Facts up to the 10 Times Table (With Zeros) Multiplication Facts to 100 ( 100 Questions) ( With Zeros ) ✎ Multiplication Facts to 100 ( 50 Questions ) ( With Zeros ) ✎ Multiplication Facts to 100 ( 25 Questions ) ( With Zeros ) ✎
• Horizontally Arranged Multiplication Facts up to the 10 Times Table Horizontally Arranged Multiplication Facts to 10 × 10 = 100 ( 100 Questions) ✎ Horizontally Arranged Multiplication Facts to 10 × 10 = 100 ( 50 Questions ) ✎

Some students find it easier to focus on one multiplication fact at a time. These multiplication worksheets include some repetition, of course, as there is only one thing to multiply by. Once students practice a few times, these facts will probably get stuck in their heads for life. Some of the later versions include a range of focus numbers. In those cases, each question will randomly have one of the focus numbers in question. For example, if the range is 6 to 8, the question might include a 6, 7 or 8 or more than one depending on which other factor was chosen for the second factor.

• Multiplying (1 to 10) by Individual Facts (100 Questions per Page) Multiplying (1 to 10) by 0 ( 100 Questions) ✎ Multiplying (1 to 10) by 1 ( 100 Questions) ✎ Multiplying (1 to 10) by 2 ( 100 Questions) ✎ Multiplying (1 to 10) by 3 ( 100 Questions) ✎ Multiplying (1 to 10) by 4 ( 100 Questions) ✎ Multiplying (1 to 10) by 5 ( 100 Questions) ✎ Multiplying (1 to 10) by 6 ( 100 Questions) ✎ Multiplying (1 to 10) by 7 ( 100 Questions) ✎ Multiplying (1 to 10) by 8 ( 100 Questions) ✎ Multiplying (1 to 10) by 9 ( 100 Questions) ✎ Multiplying (1 to 10) by 10 ( 100 Questions) ✎
• Multiplying (1 to 10) by Ranges Individual Facts (100 Questions per Page) Multiplying (1 to 10) by (6 and 7) ( 100 Questions) ✎ Multiplying (1 to 10) by (7 and 8) ( 100 Questions) ✎ Multiplying (1 to 10) by (8 and 9) ( 100 Questions) ✎ Multiplying (1 to 10) by (9 and 10) ( 100 Questions) ✎ Multiplying (1 to 10) by (6 to 8) ( 100 Questions) ✎ Multiplying (1 to 10) by (7 to 9) ( 100 Questions) ✎ Multiplying (1 to 10) by (8 to 10) ( 100 Questions) ✎ Multiplying Doubles (aka Squares) from (1 to 10) ( 100 Questions)
• Multiplying (1 to 10) by Individual Facts (50 Questions per Page) Multiplying (1 to 10) by 0 ( 50 Questions ) ✎ Multiplying (1 to 10) by 1 ( 50 Questions ) ✎ Multiplying (1 to 10) by 2 ( 50 Questions ) ✎ Multiplying (1 to 10) by 3 ( 50 Questions ) ✎ Multiplying (1 to 10) by 4 ( 50 Questions ) ✎ Multiplying (1 to 10) by 5 ( 50 Questions ) ✎ Multiplying (1 to 10) by 6 ( 50 Questions ) ✎ Multiplying (1 to 10) by 7 ( 50 Questions ) ✎ Multiplying (1 to 10) by 8 ( 50 Questions ) ✎ Multiplying (1 to 10) by 9 ( 50 Questions ) ✎ Multiplying (1 to 10) by 10 ( 50 Questions ) ✎
• Multiplying (1 to 10) by Ranges of Individual Facts (50 Questions per Page) Multiplying (1 to 10) by (6 and 7) ( 50 Questions ) ✎ Multiplying (1 to 10) by (7 and 8) ( 50 Questions ) ✎ Multiplying (1 to 10) by (8 and 9) ( 50 Questions ) ✎ Multiplying (1 to 10) by (9 and 10) ( 50 Questions ) ✎ Multiplying (1 to 10) by (6 to 8) ( 50 Questions ) ✎ Multiplying (1 to 10) by (7 to 9) ( 50 Questions ) ✎ Multiplying (1 to 10) by (8 to 10) ( 50 Questions ) ✎
• Multiplying (1 to 10) by Individual Facts (36 Questions per Page) Multiplying (1 to 10) by 0 ( 36 Questions) ✎ Multiplying (1 to 10) by 1 ( 36 Questions) ✎ Multiplying (1 to 10) by 2 ( 36 Questions) ✎ Multiplying (1 to 10) by 3 ( 36 Questions) ✎ Multiplying (1 to 10) by 4 ( 36 Questions) ✎ Multiplying (1 to 10) by 5 ( 36 Questions) ✎ Multiplying (1 to 10) by 6 ( 36 Questions) ✎ Multiplying (1 to 10) by 7 ( 36 Questions) ✎ Multiplying (1 to 10) by 8 ( 36 Questions) ✎ Multiplying (1 to 10) by 9 ( 36 Questions) ✎ Multiplying (1 to 10) by 10 ( 36 Questions) ✎
• Multiplying (1 to 10) by Ranges of Individual Facts (42 Questions per Page) Multiplying (1 to 10) by (6 and 7) ( 42 Questions) ✎ Multiplying (1 to 10) by (7 and 8) ( 42 Questions) ✎ Multiplying (1 to 10) by (8 and 9) ( 42 Questions) ✎ Multiplying (1 to 10) by (9 and 10) ( 42 Questions) ✎ Multiplying (1 to 10) by (6 to 8) ( 42 Questions) ✎ Multiplying (1 to 10) by (7 to 9) ( 42 Questions) ✎ Multiplying (1 to 10) by (8 to 10) ( 42 Questions) ✎
• Horizontally Arranged Multiplying (1 to 10) by Individual Facts (100 Questions per Page) Horizontally Arranged Multiplying (1 to 10) by 1 ( 100 Questions ) ✎ Horizontally Arranged Multiplying (1 to 10) by 2 ( 100 Questions ) ✎ Horizontally Arranged Multiplying (1 to 10) by 3 ( 100 Questions ) ✎ Horizontally Arranged Multiplying (1 to 10) by 4 ( 100 Questions ) ✎ Horizontally Arranged Multiplying (1 to 10) by 5 ( 100 Questions ) ✎ Horizontally Arranged Multiplying (1 to 10) by 6 ( 100 Questions ) ✎ Horizontally Arranged Multiplying (1 to 10) by 7 ( 100 Questions ) ✎ Horizontally Arranged Multiplying (1 to 10) by 8 ( 100 Questions ) ✎ Horizontally Arranged Multiplying (1 to 10) by 9 ( 100 Questions ) ✎ Horizontally Arranged Multiplying (1 to 10) by 10 ( 100 Questions ) ✎
• Horizontally Arranged Multiplying (1 to 10) by Individual Facts (50 Questions per Page) Horizontally Arranged Multiplying (1 to 10) by 1 ( 50 Questions ) ✎ Horizontally Arranged Multiplying (1 to 10) by 2 ( 50 Questions ) ✎ Horizontally Arranged Multiplying (1 to 10) by 3 ( 50 Questions ) ✎ Horizontally Arranged Multiplying (1 to 10) by 4 ( 50 Questions ) ✎ Horizontally Arranged Multiplying (1 to 10) by 5 ( 50 Questions ) ✎ Horizontally Arranged Multiplying (1 to 10) by 6 ( 50 Questions ) ✎ Horizontally Arranged Multiplying (1 to 10) by 7 ( 50 Questions ) ✎ Horizontally Arranged Multiplying (1 to 10) by 8 ( 50 Questions ) ✎ Horizontally Arranged Multiplying (1 to 10) by 9 ( 50 Questions ) ✎ Horizontally Arranged Multiplying (1 to 10) by 10 ( 50 Questions ) ✎
• Horizontally Arranged Multiplying (1 to 10) by Individual Facts (25 Questions per Page; Large Print) Horizontally Arranged Multiplying (1 to 10) by 1 ( 25 Questions ; Large Print) ✎ Horizontally Arranged Multiplying (1 to 10) by 2 ( 25 Questions ; Large Print) ✎ Horizontally Arranged Multiplying (1 to 10) by 3 ( 25 Questions ; Large Print) ✎ Horizontally Arranged Multiplying (1 to 10) by 4 ( 25 Questions ; Large Print) ✎ Horizontally Arranged Multiplying (1 to 10) by 5 ( 25 Questions ; Large Print) ✎ Horizontally Arranged Multiplying (1 to 10) by 6 ( 25 Questions ; Large Print) ✎ Horizontally Arranged Multiplying (1 to 10) by 7 ( 25 Questions ; Large Print) ✎ Horizontally Arranged Multiplying (1 to 10) by 8 ( 25 Questions ; Large Print) ✎ Horizontally Arranged Multiplying (1 to 10) by 9 ( 25 Questions ; Large Print) ✎ Horizontally Arranged Multiplying (1 to 10) by 10 ( 25 Questions ; Large Print) ✎

If a student is learning their times tables one at a time, these worksheets will help with practice and assessment along the way. Each one increases the range for the second factor.

• Multiplying (1 to 10) by Increasing Ranges of Individual Facts (100 Questions per Page) Multiplying (1 to 10) by (1 and 2) ( 100 Questions) ✎ Multiplying (1 to 10) by (1 to 3) ( 100 Questions) ✎ Multiplying (1 to 10) by (1 to 4) ( 100 Questions) ✎ Multiplying (1 to 10) by (1 to 5) ( 100 Questions) ✎ Multiplying (1 to 10) by (1 to 6) ( 100 Questions) ✎ Multiplying (1 to 10) by (1 to 7) ( 100 Questions) ✎ Multiplying (1 to 10) by (1 to 8) ( 100 Questions) ✎ Multiplying (1 to 10) by (1 to 9) ( 100 Questions) ✎
• Multiplying (1 to 10) by Increasing Ranges of Individual Facts (50 Questions per Page) Multiplying (1 to 10) by (1 and 2) ( 50 Questions ) ✎ Multiplying (1 to 10) by (1 to 3) ( 50 Questions ) ✎ Multiplying (1 to 10) by (1 to 4) ( 50 Questions ) ✎ Multiplying (1 to 10) by (1 to 5) ( 50 Questions ) ✎ Multiplying (1 to 10) by (1 to 6) ( 50 Questions ) ✎ Multiplying (1 to 10) by (1 to 7) ( 50 Questions ) ✎ Multiplying (1 to 10) by (1 to 8) ( 50 Questions ) ✎ Multiplying (1 to 10) by (1 to 9) ( 50 Questions ) ✎
• Multiplying Doubles Multiplying Doubles up to 10 x 10

Multiplication Facts up to the 12 Times Table

The Holy Grail of elementary mathematics. Once you learn your twelve times table, it is smooth sailing from now on, right? Well, not exactly, but having a good mental recall of the multiplication facts up to 144 will certainly set you on the right path for future success in your math studies.

• Multiplication Facts up to the 12 Times Table (No Zeros or Ones) Multiplication Facts to 144 ( 100 Questions) ( No Zeros or Ones ) ✎ Multiplication Facts to 144 ( 50 Questions ) ( No Zeros or Ones ) ✎ Multiplication Facts to 144 ( 25 Questions ) ( No Zeros or Ones ) ✎
• Multiplication Facts up to the 12 Times Table (No Zeros) Multiplication Facts to 144 ( 100 Questions) ( No Zeros ) ✎ Multiplication Facts to 144 ( 50 Questions ) ( No Zeros ) ✎ Multiplication Facts to 144 ( 25 Questions ) ( No Zeros ) ✎
• Multiplication Facts up to the 12 Times Table (With Zeros) Multiplication Facts to 144 ( 100 Questions) ( With Zeros ) ✎ Multiplication Facts to 144 ( 50 Questions ) ( With Zeros ) ✎ Multiplication Facts to 144 ( 25 Questions ) ( With Zeros ) ✎
• Horizontally Arranged Multiplication Facts up to the 11 Times Table Horizontally Arranged Multiplication Facts to 11 × 11 = 121 ( 100 Questions) ✎ Horizontally Arranged Multiplication Facts to 11 × 11 = 121 ( 50 Questions ) ✎
• Horizontally Arranged Multiplication Facts up to the 12 Times Table Horizontally Arranged Multiplication Facts to 12 × 12 = 144 ( 100 Questions) ✎ Horizontally Arranged Multiplication Facts to 12 × 12 = 144 ( 50 Questions ) ✎

With one, two or three target numbers at a time, students are able to practice just the multiplication facts they need.

• Multiplying (1 to 12) by Individual Facts (100 Questions per Page) Multiplying (1 to 12) By 0 ( 100 Questions) ✎ Multiplying (1 to 12) By 1 ( 100 Questions) ✎ Multiplying (1 to 12) By 2 ( 100 Questions) ✎ Multiplying (1 to 12) By 3 ( 100 Questions) ✎ Multiplying (1 to 12) By 4 ( 100 Questions) ✎ Multiplying (1 to 12) By 5 ( 100 Questions) ✎ Multiplying (1 to 12) By 6 ( 100 Questions) ✎ Multiplying (1 to 12) By 7 ( 100 Questions) ✎ Multiplying (1 to 12) By 8 ( 100 Questions) ✎ Multiplying (1 to 12) By 9 ( 100 Questions) ✎ Multiplying (1 to 12) By 10 ( 100 Questions) ✎ Multiplying (1 to 12) By 11 ( 100 Questions) ✎ Multiplying (1 to 12) By 12 ( 100 Questions) ✎
• Multiplying (1 to 12) by RAnges of Individual Facts (100 Questions per Page) Multiplying (1 to 12) By (0 and 1) ( 100 Questions) ✎ Multiplying (1 to 12) By (6 and 7) ( 100 Questions) Multiplying (1 to 12) By (7 and 8) ( 100 Questions) ✎ Multiplying (1 to 12) By (8 and 9) ( 100 Questions) ✎ Multiplying (1 to 12) By (9 and 10) ( 100 Questions) ✎ Multiplying (1 to 12) By (10 and 11) ( 100 Questions) ✎ Multiplying (1 to 12) By (11 and 12) ( 100 Questions) ✎ Multiplying (1 to 12) By (6, 7 and 8) ( 100 Questions) ✎ Multiplying (1 to 12) By (7, 8 and 9) ( 100 Questions) ✎ Multiplying (1 to 12) By (8, 9 and 10) ( 100 Questions) ✎ Multiplying (1 to 12) By (9, 10 and 11) ( 100 Questions) ✎ Multiplying (1 to 12) By (10, 11 and 12) ( 100 Questions) ✎
• Multiplying (1 to 12) by Individual Facts (50 Questions per Page) Multiplying (1 to 12) By 0 ( 50 Questions ) ✎ Multiplying (1 to 12) By 1 ( 50 Questions ) ✎ Multiplying (1 to 12) By 2 ( 50 Questions ) ✎ Multiplying (1 to 12) By 3 ( 50 Questions ) ✎ Multiplying (1 to 12) By 4 ( 50 Questions ) ✎ Multiplying (1 to 12) By 5 ( 50 Questions ) ✎ Multiplying (1 to 12) By 6 ( 50 Questions ) ✎ Multiplying (1 to 12) By 7 ( 50 Questions ) ✎ Multiplying (1 to 12) By 8 ( 50 Questions ) ✎ Multiplying (1 to 12) By 9 ( 50 Questions ) ✎ Multiplying (1 to 12) By 10 ( 50 Questions ) ✎ Multiplying (1 to 12) By 11 ( 50 Questions ) ✎ Multiplying (1 to 12) By 12 ( 50 Questions ) ✎
• Multiplying (1 to 12) by Ranges of Individual Facts (50 Questions per Page) Multiplying (1 to 12) By (6 and 7) ( 50 Questions ) ✎ Multiplying (1 to 12) By (7 and 8) ( 50 Questions ) ✎ Multiplying (1 to 12) By (8 and 9) ( 50 Questions ) ✎ Multiplying (1 to 12) By (9 and 10) ( 50 Questions ) ✎ Multiplying (1 to 12) By (10 and 11) ( 50 Questions ) ✎ Multiplying (1 to 12) By (11 and 12) ( 50 Questions ) ✎ Multiplying (1 to 12) By (6, 7 and 8) ( 50 Questions ) ✎ Multiplying (1 to 12) By (7, 8 and 9) ( 50 Questions ) ✎ Multiplying (1 to 12) By (8, 9 and 10) ( 50 Questions ) ✎ Multiplying (1 to 12) By (9, 10 and 11) ( 50 Questions ) ✎ Multiplying (1 to 12) By (10, 11 and 12) ( 50 Questions ) ✎
• Horizontally Arranged Multiplying (0 to 12) by Individual Facts (100 Questions per Page) Horizontally Arranged Multiplying ( 0 to 12 ) by 0 ( 100 Questions) ✎ Horizontally Arranged Multiplying ( 0 to 12 ) by 1 ( 100 Questions) ✎ Horizontally Arranged Multiplying ( 0 to 12 ) by 2 ( 100 Questions) ✎ Horizontally Arranged Multiplying ( 0 to 12 ) by 3 ( 100 Questions) ✎ Horizontally Arranged Multiplying ( 0 to 12 ) by 4 ( 100 Questions) ✎ Horizontally Arranged Multiplying ( 0 to 12 ) by 5 ( 100 Questions) ✎ Horizontally Arranged Multiplying ( 0 to 12 ) by 6 ( 100 Questions) ✎ Horizontally Arranged Multiplying ( 0 to 12 ) by 7 ( 100 Questions) ✎ Horizontally Arranged Multiplying ( 0 to 12 ) by 8 ( 100 Questions) ✎ Horizontally Arranged Multiplying ( 0 to 12 ) by 9 ( 100 Questions) ✎ Horizontally Arranged Multiplying ( 0 to 12 ) by 10 ( 100 Questions) ✎ Horizontally Arranged Multiplying ( 0 to 12 ) by 11 ( 100 Questions) ✎ Horizontally Arranged Multiplying ( 0 to 12 ) by 12 ( 100 Questions) ✎
• Horizontally Arranged Multiplying (0 to 12) by Individual Facts (50 Questions per Page) Horizontally Arranged Multiplying ( 0 to 12 ) by 0 ( 50 Questions ) ✎ Horizontally Arranged Multiplying ( 0 to 12 ) by 1 ( 50 Questions ) ✎ Horizontally Arranged Multiplying ( 0 to 12 ) by 2 ( 50 Questions ) ✎ Horizontally Arranged Multiplying ( 0 to 12 ) by 3 ( 50 Questions ) ✎ Horizontally Arranged Multiplying ( 0 to 12 ) by 4 ( 50 Questions ) ✎ Horizontally Arranged Multiplying ( 0 to 12 ) by 5 ( 50 Questions ) ✎ Horizontally Arranged Multiplying ( 0 to 12 ) by 6 ( 50 Questions ) ✎ Horizontally Arranged Multiplying ( 0 to 12 ) by 7 ( 50 Questions ) ✎ Horizontally Arranged Multiplying ( 0 to 12 ) by 8 ( 50 Questions ) ✎ Horizontally Arranged Multiplying ( 0 to 12 ) by 9 ( 50 Questions ) ✎ Horizontally Arranged Multiplying ( 0 to 12 ) by 10 ( 50 Questions ) ✎ Horizontally Arranged Multiplying ( 0 to 12 ) by 11 ( 50 Questions ) ✎ Horizontally Arranged Multiplying ( 0 to 12 ) by 12 ( 50 Questions ) ✎
• Horizontally Arranged Multiplying (0 to 12) by Individual Facts (25 Questions per Page; Large Print) Horizontally Arranged Multiplying ( 0 to 12 ) by 0 ( 25 Questions ; Large Print) ✎ Horizontally Arranged Multiplying ( 0 to 12 ) by 1 ( 25 Questions ; Large Print) ✎ Horizontally Arranged Multiplying ( 0 to 12 ) by 2 ( 25 Questions ; Large Print) ✎ Horizontally Arranged Multiplying ( 0 to 12 ) by 3 ( 25 Questions ; Large Print) ✎ Horizontally Arranged Multiplying ( 0 to 12 ) by 4 ( 25 Questions ; Large Print) ✎ Horizontally Arranged Multiplying ( 0 to 12 ) by 5 ( 25 Questions ; Large Print) ✎ Horizontally Arranged Multiplying ( 0 to 12 ) by 6 ( 25 Questions ; Large Print) ✎ Horizontally Arranged Multiplying ( 0 to 12 ) by 7 ( 25 Questions ; Large Print) ✎ Horizontally Arranged Multiplying ( 0 to 12 ) by 8 ( 25 Questions ; Large Print) ✎ Horizontally Arranged Multiplying ( 0 to 12 ) by 9 ( 25 Questions ; Large Print) ✎ Horizontally Arranged Multiplying ( 0 to 12 ) by 10 ( 25 Questions ; Large Print) ✎ Horizontally Arranged Multiplying ( 0 to 12 ) by 11 ( 25 Questions ; Large Print) ✎ Horizontally Arranged Multiplying ( 0 to 12 ) by 12 ( 25 Questions ; Large Print) ✎

In the following multiplication worksheets, the facts are grouped into anchor groups.

• Multiplying (1 to 12) by Anchor Facts (Commonly Grouped Facts) Multiplying by Anchor Facts 0, 1, 2, 5 and 10 Multiplying by Facts 3, 4 and 6 Multiplying by Facts 7, 8 and 9 Multiplying by Facts 11 and 12 Multiplying by Facts 0 to 5 and 10 Multiplying by Facts 0 to 7 and 10 Multiplying by Facts 0 to 10
• Multiplying (1 to 12) by Increasing Ranges of Individual Facts (100 Questions per Page) Multiplying (1 to 12) by (1 to 5) ( 100 Questions) ✎ Multiplying (1 to 12) by (1 to 6) ( 100 Questions) ✎ Multiplying (1 to 12) by (1 to 7) ( 100 Questions) ✎ Multiplying (1 to 12) by (1 to 8) ( 100 Questions) ✎ Multiplying (1 to 12) by (1 to 9) ( 100 Questions) ✎ Multiplying (1 to 12) by (1 to 10) ( 100 Questions) ✎ Multiplying (1 to 12) by (1 to 11) ( 100 Questions) ✎
• Multiplying (1 to 12) by Increasing Ranges of Individual Facts (50 Questions per Page) Multiplying (1 to 12) by (1 to 5) ( 50 Questions ) ✎ Multiplying (1 to 12) by (1 to 6) ( 50 Questions ) ✎ Multiplying (1 to 12) by (1 to 7) ( 50 Questions ) ✎ Multiplying (1 to 12) by (1 to 8) ( 50 Questions ) ✎ Multiplying (1 to 12) by (1 to 9) ( 50 Questions ) ✎ Multiplying (1 to 12) by (1 to 10) ( 50 Questions ) ✎ Multiplying (1 to 12) by (1 to 11) ( 50 Questions ) ✎

On the following multiplication worksheets, the questions are in order and might be useful for students to remember their times tables or to help them with skip counting.

• Repetitive Multiplying of Individual Facts by (1 to 12) Repetitive Multiplying of 1 by (1 to 12) Repetitive Multiplying of 2 by (1 to 12) Repetitive Multiplying of 3 by (1 to 12) Repetitive Multiplying of 4 by (1 to 12) Repetitive Multiplying of 5 by (1 to 12) Repetitive Multiplying of 6 by (1 to 12) Repetitive Multiplying of 7 by (1 to 12) Repetitive Multiplying of 8 by (1 to 12) Repetitive Multiplying of 9 by (1 to 12) Repetitive Multiplying of 10 by (1 to 12) Repetitive Multiplying of 11 by (1 to 12) Repetitive Multiplying of 12 by (1 to 12)
• Multiplying Doubles Multiplying Doubles up to 12 x 12

Multiplication Facts beyond the 12 Times Table

It is quite likely that there are students who have mastered all of the multiplication facts up to the 12 times tables. In case they want/need an extra challenge, this sections includes multiplication facts worksheets above 12 with the expectation that students will use mental math or recall to calculate the answers.

• Multiplying with Increasing Upper Range Factors from 13 to 20 Multiplying with Factors 2 to 13 (100 Questions) ✎ Multiplying with Factors 2 to 14 (100 Questions) ✎ Multiplying with Factors 2 to 15 (100 Questions) ✎ Multiplying with Factors 5 to 15 (100 Questions) ✎ Multiplying with Factors 5 to 16 (100 Questions) ✎ Multiplying with Factors 5 to 17 (100 Questions) ✎ Multiplying with Factors 5 to 18 (100 Questions) ✎ Multiplying with Factors 5 to 19 (100 Questions) ✎ Multiplying with Factors 5 to 20 (100 Questions) ✎
• Multiplying by Individual Facts from 13 to 25 Multiplying by 13 (49 Questions) ✎ Multiplying by 14 (49 Questions) ✎ Multiplying by 15 (49 Questions) ✎ Multiplying by 16 (49 Questions) ✎ Multiplying by 17 (49 Questions) ✎ Multiplying by 18 (49 Questions) ✎ Multiplying by 19 (49 Questions) ✎ Multiplying by 20 (49 Questions) ✎ Multiplying by 21 (49 Questions) ✎ Multiplying by 22 (49 Questions) ✎ Multiplying by 23 (49 Questions) ✎ Multiplying by 24 (49 Questions) ✎ Multiplying by 25 (49 Questions) ✎

Expand your mental math abilities by learning multiplication facts beyond the twelve times tables with these worksheets. They are horizontally arranged, so you won't be tempted to use an algorithm. Even if you can't recall all these facts yet, you can still figure them out using the distributive property. Let's say you want to multiply 19 by 19, that could be (10 × 19) + (9 × 19). Too hard? How about (10 × 10) + (10 × 9) + (9 × 10) + (9 × 9)! Or just remember that 19 × 19 = 361 :)

• Horizontally Arranged Multiplying with Increasing Upper Range Factors from 13 to 25 Horizontally Arranged Multiplying with Factors 1 to 13 (100 Questions) ✎ Horizontally Arranged Multiplying with Factors 1 to 14 (100 Questions) ✎ Horizontally Arranged Multiplying with Factors 1 to 15 (100 Questions) ✎ Horizontally Arranged Multiplying with Factors 2 to 16 (100 Questions) ✎ Horizontally Arranged Multiplying with Factors 2 to 17 (100 Questions) ✎ Horizontally Arranged Multiplying with Factors 2 to 18 (100 Questions) ✎ Horizontally Arranged Multiplying with Factors 2 to 19 (100 Questions) ✎ Horizontally Arranged Multiplying with Factors 2 to 20 (100 Questions) ✎ Horizontally Arranged Multiplying with Factors 5 to 21 (100 Questions) ✎ Horizontally Arranged Multiplying with Factors 5 to 22 (100 Questions) ✎ Horizontally Arranged Multiplying with Factors 5 to 23 (100 Questions) ✎ Horizontally Arranged Multiplying with Factors 5 to 24 (100 Questions) ✎ Horizontally Arranged Multiplying with Factors 5 to 25 (100 Questions) ✎
• Horizontally Arranged Multiplying by Individual Facts from 13 to 25 Horizontally Arranged Multiplying (1 to 13) by 13 (100 Questions) ✎ Horizontally Arranged Multiplying (1 to 14) by 14 (100 Questions) ✎ Horizontally Arranged Multiplying (1 to 15) by 15 (100 Questions) ✎ Horizontally Arranged Multiplying (1 to 16) by 16 (100 Questions) ✎ Horizontally Arranged Multiplying (1 to 17) by 17 (100 Questions) ✎ Horizontally Arranged Multiplying (1 to 18) by 18 (100 Questions) ✎ Horizontally Arranged Multiplying (1 to 19) by 19 (100 Questions) ✎ Horizontally Arranged Multiplying (1 to 20) by 20 (100 Questions) ✎ Horizontally Arranged Multiplying (1 to 21) by 21 (100 Questions) ✎ Horizontally Arranged Multiplying (1 to 22) by 22 (100 Questions) ✎ Horizontally Arranged Multiplying (1 to 23) by 23 (100 Questions) ✎ Horizontally Arranged Multiplying (1 to 24) by 24 (100 Questions) ✎ Horizontally Arranged Multiplying (1 to 25) by 25 (100 Questions) ✎
• Multiplying Doubles Multiplying Doubles up to 15 x 15 Multiplying Doubles up to 20 x 20

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Free Printable Math Word Problems Worksheets for 6th Class

Math Word Problems: Discover a vast collection of free printable worksheets for Class 6 students, created by educators to enhance their mathematical skills and problem-solving abilities. Dive into the world of numbers with Quizizz!

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Math Word Problems worksheets for Class 6 are an essential resource for teachers who want to help their students develop strong problem-solving skills and a deep understanding of mathematical concepts. These worksheets provide a variety of engaging and challenging problems that require students to apply their knowledge of math in real-world situations. With a wide range of topics covered, including fractions, decimals, percentages, and geometry, Class 6 Math Word Problems worksheets are designed to align with the Common Core State Standards and support teachers in their efforts to create a well-rounded math curriculum. By incorporating these worksheets into their lesson plans, teachers can ensure that their students are receiving the practice and reinforcement they need to excel in math.

Quizizz is an excellent platform for teachers to access a vast library of Math Word Problems worksheets for Class 6, along with other valuable resources to enhance their students' learning experience. This interactive platform offers a variety of features, such as customizable quizzes, real-time feedback, and gamification elements, to keep students engaged and motivated. In addition to Class 6 Math worksheets, Quizizz also provides resources for other subjects and grade levels, making it a one-stop-shop for teachers looking to diversify their instructional materials. By utilizing Quizizz in conjunction with Math Word Problems worksheets for Class 6, teachers can create a dynamic and effective learning environment that fosters a love for math and sets their students up for success.