case study questions on fractions class 7

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CBSE Important Questions Class 7 Maths Chapter 2

Home » CBSE » CBSE Important Questions Class 7 Maths Chapter 2

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Important Questions Class 7 Mathematics Chapter 2 – Fractions and Decimals

Mathematics is an important subject that you study in school. We need Mathematics in our daily life too. In this chapter, you will learn about decimals and fractions more elaborately. In Class 6, students have learned about fractions and decimals.

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Chapter 2 of Class 7 Mathematics under the CBSE curriculum deals with the addition or multiplication of decimals and fractions. Students must practice questions from the chapter as much as possible. They may take help from other sources because the textbook exercises have limited questions.

Extramarks is a leading company in the educational sector. Our experts have made the Important Questions Class 7 Mathematics Chapter 2 to help students to solve the questions regularly. They have collated the questions from different sources such as the CBSE sample papers, CBSE past years’ question papers, the textbook exercises, NCERT exemplars and important reference books. They have solved the questions too.

Extramarks provides all the important study materials related to CBSE and NCERT. You can download the study materials after registering on our official website. We provide CBSE syllabus, CBSE sample papers, CBSE past years’ question papers, CBSE extra questions, CBSE revision notes, NCERT books, NCERT exemplars, NCERT solutions, NCERT important questions, vital formulas and many more.

Fraction Questions for Class 7 – With Solutions

The subject matter of Extramarks has made the question series so that students can regularly solve questions from the chapter. They have taken help from the textbook exercises, CBSE sample papers, CBSE past years’ question papers, NCERT exemplars and important reference books. They have solved the questions, and experienced professionals have further checked the answers to ensure the best quality of the content. Thus. The Important Questions Class 7 Mathematics Chapter 2 will help students to score better in exams. The important questions are-

Question 1. Ritu ate at least (3/5) part of an apple, and then the remaining apple was eaten by ritu’s brother Shyam. How many parts of the apple did Shyam eat? Who had the larger share? And By how much?

From the above question, it is given that,

The part of apple eaten by Ritu is equal to (3/5)

And the part of apple eaten by Shyam is = 1 – the part of apple eaten by Ritu is?

= 1 – (3/5)

The LCM of numbers 1 and 5 is = 5

Now, let us change these given fractions into an equivalent fraction by taking ten as the denominator number.

= [(1/1) × (5/5)] – [(3/5) × (1/1)]

= (5/5) – (3/5)

= (5 – 3)/5

Hence the part of apple eaten by Shyam is (2/5)

So, (3/5) is greater than (2/5); hence, Ritu ate the larger apple.

Now, the difference between the shares is = (3/5) – (2/5)

= (3 – 2)/5

Thus, Ritu’s share is greater than the share of Shyam by (1/5)

Question 2. Michae finished colouring a picture on (7/12) hour. On the other hand, Vaibhav finished colouring the same picture in (3/4) hour. Who worked longer colouring the picture? By what fraction was it longer?

Time taken by Michae to colour the picture is = (7/12)

Time taken by Vaibhav to colour the picture is = (3/4)

The LCM of numbers 12, 4 = 12

Now, let us change these given fractions into an equivalent fractions by using 12 as the denominator number.

(7/12) = (7/12) × (1/1) = 7/12

The same method is applied to, 

(3/4) = (3/4) × (3/3) = 9/12

As seen, (7/12) is less than (9/12)

Hence, (7/12) < (3/4)

Thus, Vaibhav worked for a longer time as compared.

Now, Vaibhav worked longer time by = (3/4) – (7/12)

= (9/12) – (7/12)

= (9 – 7)/12

= (1/6) of an hour.

Question 3. Vidya and Pratik went on a picnic. Their mother gave them a mineral water bottle that contained 5 litres of water. Vidya consumed around 2/5 of the water, and Pratik consumed the remaining water.

(i) How many litres of water did Vidya drink?

(ii) And What fraction of the total quantity of water did Pratik drink?

(i) From the above question, it is given that,

The amount of water in the water bottle is = 5 litres.

The amount of water consumed by Vidya is = 2/5 of 5 litres.

= (2/5) × 5

Hence, the total amount of water drank by Vidya is 2 litres.

(ii) From the above question, it is given that,

Amount of water present in the water bottle = 5 litres

The amount of water consumed by Pratik = (1 – water consumed by Vidya)

= (1 – (2/5))

Hence the Total Amount of water consumed by Pratik = is 3/5 of 5 litres.

= (3/5) × 5

So, the total amount of water consumed by Pratik is 3 litres.

Question 4. Which of the following is greater:

(i) (2/7) of (3/4) or the fraction (3/5) of (5/8)

We have seen that,

= (2/7) × (3/4) and the (3/5) × (5/8)

Hence, By the rule of Multiplication of the fraction,

The product of fraction is equal to (product of numerator)/ (product of denominator)

= (2/7) × (3/4)

= (2 × 3)/ (7 × 4)

= (1 × 3)/ (7 × 2)

= (3/14) … [i]

= (3/5) × (5/8)

= (3 × 5)/ (5 × 8)

= (3 × 1)/ (1 × 8)

= (3/8) … [ii]

Now, convert the [i] and [ii] into like fractions,

LCM of 14 and 8 become 56

Now, let us change each of these given fractions into an equivalent fraction that has 56 as its denominator number.

[(3/14) × (4/4)] is equal to (12/56) [(3/8) × (7/7)] = (21/56)

Clearly, it is seen,

(12/56) is less than (21/56)

(3/14) is less than (3/8)

(ii) (1/2) of (6/7) or the (2/3) of (3/7)

= (1/2) × (6/7) and the (2/3) × (3/7)

By the rule of Multiplication of the fraction,

Product of fraction = (product of numerator) divided by (product of denominator)

= (1/2) × (6/7)

= (1 × 6)/ (2 × 7)

= (1 × 3)/ (1 × 7)

= (3/7) … [i]

= (2/3) × (3/7)

= (2 × 3)/ (3 × 7)

= (2 × 1)/ (1 × 7)

= (2/7) … [ii]

By comparing [i] and [ii],

(3/7) > (2/7)

Question 5. Saili plants four saplings successively in a row in her garden. The distance between the two adjacent saplings is ¾ m. Now Find the distance between the first and the last planted sapling.

The distance between the two adjacent saplings is = ¾ m

The number of saplings which are planted by Saili in a row is = 4

Then, the number of the gap in the saplings = ¾ × 4

Hence The total distance between the first and the last saplings becomes = three × ¾

Thus, the distance between the first and the last saplings is two ¼ m.

Question 6. Lipika always reads a book for one ¾ hour every day. She reads an entire book in 6 days. How many hours in total were required by her to finish the book?

From the above question, it is clearly given that,

Lipika reads her book for = one ¾ hours every day, which is equal to 7/4 hours for six days.

The number of days she took to finish the entire book = was six days

Hence, the Total number of hours required by her to fully complete the book = (7/4) × 6

= (7/2) × 3

= 10 ½ hours

Thus, the total number of hours required by her to complete the book is 10 ½ hours.

Question 7. A car runs around 16 km using 1 litre of petrol. How much distance will the car cover use two ¾ litres of petrol?

Answers 7:-

The total distance travelled by car in 1 litre of petrol is = 16 km.

The Total quantity of petrol becomes = two ¾ litre = 11/4 litres

The total distance travelled by car in 11/4 litres of petrol is = (11/4) × 16

Hence, the total distance travelled by car in 11/4 litres of petrol is 44 km.

Question 8. Find the reciprocal of each of these following fractions. Also, Classify these reciprocals as proper fractions, improper fractions and whole numbers.

Reciprocal of (3/7) is (7/3) [which is ((3/7) × (7/3)) = 1]

So, it is an improper fraction.

An improper fraction is defined as a fraction in which the numerator is always greater than its denominator.

Reciprocal of (5/8) is (8/5) [which is ((5/8) × (8/5)) = 1]

So, it is also an improper fraction.

An improper fraction is defined as a fraction in which the numerator is greater than its denominator.

Reciprocal of (9/7) is (7/9) [which is ((9/7) × (7/9)) = 1]

Hence, it is a proper fraction.

A proper fraction is defined as that fraction in which the denominator is greater than the numerator of their fraction.

Reciprocal of (6/5) is (5/6) [which is ((6/5) × (5/6)) = 1]

A proper fraction is defined as a fraction in which the denominator is greater than the numerator of any fraction.

Reciprocal of (12/7) is (7/12) [which is ((12/7) × (7/12)) = 1]

A proper fraction is defined as a fraction in which the denominator is greater than the numerator of the given fraction.

Reciprocal of the fraction (1/8) is (8/1) or 8 as [∵ ((1/8) × (8/1)) = 1]

Hence, it is a whole number.

Whole numbers are the total collection of all positive integers, including the number 0.

Reciprocal of the fraction (1/11) is (11/1) or 11 which is [∵ ((1/11) × (11/1)) = 1]

So, it is a whole number.

Whole numbers are the total collection of all positive integers, including 0.

Question 9. Find:

(i) (7/3) ÷ 2

Answer  9:-

= (7/3) × reciprocal of 2

= (7/3) × (1/2)

= (7 × 1) / (3 × 2)

(ii) (4/9) ÷ 5

= (4/9) × reciprocal of 5

= (4/9) × (1/5)

= (4 × 1) / (9 × 5)

(iii) (6/13) ÷ 7

= (6/13) × reciprocal of 7

= (6/13) × (1/7)

= (6 × 1) / (13 × 7)

Question 10. Which of the following is greater?

(i) 0.5 or 0.05

Answer 10:-

By comparing the whole number, we get 0 = 0

By comparing the tenths place digit, we get 5 > 0

∴ 0.5 > 0.05

(ii) 0.7 or 0.5

By comparing the whole number, 0 = 0

By comparing the tenths place digit we receive, 7 > 5

∴ 0.7 > 0.5

(iii) 7 or 0.7

By comparing these whole numbers, 7 > 0

∴ 7 > 0.7

(iv) 1.37 or 1.49

By comparing these whole numbers, 1 = 1

By comparing the tenths place digit, we get, 3 < 4

∴ 1.37 < 1.49

(v) 2.03 or 2.30

By comparing the whole number, 2 = 2

By comparing the tenths place digit, we get, 0 < 3

∴ 2.03 < 2.30

(vi) 0.8 or 0.88

By comparing these whole numbers, 0 = 0

By comparing the tenths place digit, we get, 8 = 8

Also, by comparing the hundredths place digit, 0 < 8

∴ 0.8 < 0.88

Question 11. Express as rupees as decimals:

(i) 7 paise

Answer 11:-

We know that,

= ₹ 1 = 100 paise

= 1 paise = ₹ (1/100)

∴ 7 paise = ₹ (7/100)

(ii) 7 rupees 7 paise

∴ 7 rupees 7 paise = ₹ 7 + ₹ (7/100)

= ₹ 7 + ₹ 0.07

(iii) 77 rupees 77 paise

∴ 77 rupees 77 paise = ₹ 77 + ₹ (77/100)

= ₹ 77 + ₹ 0.77

(iv) 50 paise

∴ 50 paise = ₹ (50/100)

(v) 235 paise

∴ 235 paise = ₹ (235/100)

Question 12. (i) Express 5 centimeters in meter and kilometre

Answer 12:-

We all know that,

= 1 meter = 100 centimeter

= 1 cm = (1/100) meter

= 5 cm = (5/100)

= 1 km = 1000 meter

= 1 m = (1/1000) kilometer

= 0.05 m = (0.05/1000)

= 0. 00005 kilometer

(i) Express 35 mm in cm, m and km

= 1 cm = 10 mm

= 1 mm = (1/10) cm

= 35 mm = (35/10) cm

= 1 meter = 100 cm

= 1 cm = (1/100) m

= 3.5 cm = (3.5/100) m

= (35/1000) m

= 1 km = 1000 m

= 1 m = (1/1000) km

= 0.035 m = (0.035/1000)

= 0. 000035 km

Question 13. Express in kilogram:

(i) 200 gram

Answer 13:-

= 1 kg = 1000 gram

= 1 g = (1/1000) kg

= 200 g = (200/1000) kilogram

(ii) 3470 gram

= 1 g = (1/1000) kilogram

= 3470 g = (3470/1000) kilogram

= (3470/100)

(ii) 4 kg 8 g

= 4 kg 8 g is equal to 4 kg + (8/1000) kilogram

= 4 kg + 0.008

= 4.008 kilogram

Question 14 . Write the following in decimal numbers in their expanded form:

Answer 14:-

We have that,

20.03 = (2 × 10) + (0 × 1) + (0 × (1/10)) + (3 × (1/100))

2.03 is equal to (2 × 1) + (0 × (1/10)) + (3 × (1/100))

(iii) 200.03

200.03 is (2 × 100) + (0 × 10) + (0 × 1) + (0 × (1/10)) + (3 × (1/100))

2.034 gets equal to (2 × 1) + (0 × (1/10)) + (3 × (1/100)) + (4 × (1/1000)).

Question. Write the place value of 2 in the following decimal numbers:

From the above question, we can observe that,

The place value of 2 in the decimal 2.56 is ones.

The place value of 2 in the decimal 21.37 is tens.

(iii) 10.25

The place value of 2 in the decimal 10.25 is tenths.

The place value of 2 in the decimal 9.42 is the hundredth.

The place value of 2 in the decimal 63.352 is the thousandth.

Question 15. Shyama bought around 5 kg 300 g apples and 3 kg 250 g mangoes. Sarala then bought 4 kg 800 g oranges and 4 kg 150 g bananas. Who bought more fruits?

Answer 15:-

Fruits bought by Shyama is = 5 kg 300 g

= 5 kg + (300/1000) kg

= 5 kg + 0.3 kg

Fruits bought by Sarala is = 4 kg 800 g + 4 kg 150 g

= (4 + (800/1000)) + (4 + (150/1000))

= (4 + 0.8) kg + (4 + .150) kg

= 4.8 kg + 4.150kg

So, Sarala bought more fruits.

Question 16. How much less is 28 km as compared to 42.6 km?

Answer 16:-

Now, we have to find the difference between 42.6 km and 28 km.

Hence, 14.6 km less is 28 km than 42.6 km.

Question 17. Find:

(i) 1.3 × 10

Answer 17:-

On multiplying the decimal by 10, the decimal point is shifted to the right by one place.

= 1.3 × 10 = 13

(ii) 36.8 × 10

n multiplying the decimal by 10, the decimal point is shifted to the right by one place.

= 36.8 × 10 = 368

(iii) 153.7 × 10

= 153.7 × 10 = 1537

(iv) 168.07 × 10

= 168.07 × 10 = 1680.7

(v) 31.1 × 100

On multiplying the decimal by 100, the decimal point is shifted to the right by two places.

= 31.1 × 100 = 3110

(vi) 156.1 × 100

= 156.1 × 100 = 15610

(vii) 3.62 × 100

On multiplying a decimal by the number 100, the decimal point is shifted to the right by two places.

= 3.62 × 100 = 362

(viii) 43.07 × 100

= 43.07 × 100 = 4307

Question 18. A two-wheeler covers a total distance of 55.3 km in one litre of petrol. How much total distance will it cover in 10 litres of petrol?

Answer 18:-

Distance covered by the two-wheeler in 1L of petrol = 55.3 km

Distance covered by the two-wheeler in 10L of petrol is = (10 × 55.3)

Hence the Two-wheeler covers a distance of 10L of petrol 553 km.

Question 19. Find the following:

(a) 2.5 × 0.3

Answer 19:-

= (25/10) × (3/10)

On dividing the decimal by 100, the decimal point is shifted to the left by two places.

(b) 0.1 × 51.7

= (1/10) × (517/10)

= (517/100)

(c) 0.2 × 316.8

= (2/10) × (3168/10)

= (6336/100)

(d) 1.3 × 3.1

= (13/10) × (31/10)

= (403/100)

Question 20. Find:

(i) 7 ÷ 3.5

= 7 ÷ (35/10)

= 7 × (10/35)

= 1 × (10/5)

(ii) 36 ÷ 0.2

= 36 ÷ (2/10)

= 36 × (10/2)

(iii) 3.25 ÷ 0.5

= (325/100) ÷ (5/10)

= (325/100) × (10/5)

= (325 × 10)/ (100 × 5)

= (65 × 1)/ (10 × 1)

Benefits of Solving Important Questions Class 7 Mathematics Chapter 2

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• Sometimes, students need more than textbook exercises. They would need help to search for questions from different sources. The experts have made the task easier for the students. They collected questions from the CBSE sample papers, NCERT textbook exercises, NCERT exemplars and important reference books. Apart from this, they have included a few questions from CBSE past years’ question papers. Thus, students will find the vital questions in one single pdf. 
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• The habit of practice is very important for students. They must solve questions regularly to strengthen their concepts of the subject matter. The experts have tried to include all the important concepts in this article. Thus, the Important Questions Class 7 Mathematics Chapter 2 will help students in several ways. It will clear their doubts and strengthen their concepts. Thus, it will help them to score better in exams. Some students are scared of this subject. It is because they need help understanding the concepts clearly. This question series will help them greatly because they can follow the solutions and learn how to solve the sums.

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What is the value of the following expression? 0 .1 0 .01 + 0 .01 0 .1

Ans Option1 Explanation

0 .1 0 .01 + 0 .01 0 .1 = 10 + 1 10 = 10 + 0 .1 = 10 .1

Q.2 What is the value of 10.05 × 1.05?

Ans Option2 Explanation

1005 × 105 = 105525

Since 10.05 has 2 digits and 1.05 has 2 digits after the decimal point, therefore, the product must have 4 digits after decimal point.

10.05 × 1.05 = 10.5525

Q.3 Bob has given half of the whole cake to his sister Maria. Maria further divided it into three parts, ate only one part and kept the rest two parts in the fridge for later. What part of the whole cake has she kept in the fridge?

Share= 1 2 The part which Maria ate = 1 2 ÷ 3 Remaining part = 1 2 − 1 6 = 3 − 1 6 = 2 6 = 1 3

4 + 3 5 − 2 7

Marks: 1 Ans

L.C.M of 1, 5, 7 = 35

∴   4 + 3 5 − 2 7 = 140 + 21 − 10 35 = 151 35

Q.5  What is the expanded form of 205.149?

2 × 1000 + 0 × 100 + 5 × 10 + 1 × 1 10 + 4 × 1 100 + 9 × 1 1000 2 × 100 + 0 × 10 + 5 × 1 + 1 × 1 + 4 × 1 10 + 9 × 1 100 1 × 100 + 4 × 10 + 9 × 1 + 2 × 1 10 + 0 × 1 100 + 5 × 1 1000  2 × 100 + 0 × 10 + 5 × 1 + 1 × 1 10 + 4 × 1 100 + 9 × 1 1000

Ans Option4 Explanation

The expanded form of 205 .149 is: 2 × 100 + 0 × 10 + 5 × 1 + 1 × 1 10 + 4 × 1 100 + 9 × 1 1000

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Faqs (frequently asked questions), 1. what is the content of chapter 2 class 7 mathematics.

Chapter 2 of Class 7 Mathematics deals with the addition, subtraction, multiplication and division of fractions and decimals. Students are familiar with decimals and fractions but have yet to study how to perform different mathematical relations between fractions or decimals. The chapter is relatively easy for students; they can easily understand the subject matter if they follow the textbook exercises seriously. They can also take help from the Important Questions Class 7 Mathematics Chapter 2 by the experts of Extramarks. They can also follow the questions if they cannot solve the questions.

2. How can the Important Questions Class 7 Mathematics Chapter 2 help students?

The experts of Extramarks have made this question series to help students. They have collected important questions from different sources such as the textbook exercises, CBSE sample papers, CBSE past years’ question papers, NCERT exemplar and important reference books. They have solved the questions, and experienced professionals have further checked the answers to ensure the best quality of the content. The students can follow the answers if they need help solving the questions. Thus, the Important Questions Class 7 Mathematics Chapter 2 can help students to score better in exams.

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Class 7 Maths Fractions And Decimals Important Questions

by Sanjusha · Published March 14, 2020 · Updated March 14, 2020

IMPORTANT QUESTIONS FOR CBSE EXAMINATION | CLASS 7 MATHEMATICS FRACTIONS AND DECIMALS – Chapter 2

Answer the following (2 mark)

a) ½ of 24 b) ½ of 46

a) 2/3 of 18 b) 2/3 of 27

3. Write three rational numbers between -4/5 and -2/3.

4. Find 9/2 x -5/3.

5. Find five equivalent fractions of 2/3.

6. Express as rupees using decimals:

a) 5 paise ii) 235 paise

7. How much less is 25 km than 48.5 km?

8. Rani bought 3 kg 500 g apples and 5 kg 750g grapes. Raju bought 5 kg 450g mangoes and 6 kg 450g oranges. Who bought more fruits?

9. The side of an equilateral triangle is 5.5 cm. Find its perimeter.

a) 12.3 x 10 b) 3.45 x 100

11. The sum of two numbers is 100. If one number if 48.75, find the other number?

12. Write the reciprocal of each of the following fractions:

a) 3/5 b) 1/8

13. Which is greater?

a) 2.50 or 2.05 b) 0.7 or 0.77

14. Vijay walked 4.96 km on Monday and 3.86 km on Tuesday and some distance on Wednesday. If he travelled 10km on these three days, how much distance did he walked on Wednesday?

15. The length of a rectangle is 5.8 cm and its breadth is 3.5 cm. What is the area of the rectangle?

1. a) ½ of 24 = ½ x 24 = 12 b) ½ of 46 = ½ x 46 = 23

2. a) 2/3 of 18 = 2/3 x 18 = 36/3 = 12 b) 2/3 of 27 = 2/3 x 27 = 54/3 = 18

3. -4/5 = -4/5 x 3/3 = -12/15 -12/15 x 2/2 = -24/30 -2/3 = -2/3 x 5/5 = -10/15 -10/15 x 2/2 = -20/30. Three rational numbers between -4/5 and -2/3 are -23/30, -22/30, and -21/30.

4. 9/2 x -5/3 = -45/6 = -15/2.

5. Equivalent fractions of 2/3 are 2/3, 4/6, 6/9, 8/12, 10/15.

6.a) 5 paise = 0.05 rupees b) 235 paise = 2.35 rupees

7. 48.5 – 25 = 23.5 km

8. Weight of fruits bought by Rani = 3.500 + 5.750 = 9.250 kg Weight of fruits bought by Raju = 5.450 + 6.450 = 11.900 kg Therefore, Raju bought more fruits.

9. Perimeter = 3 x side = 3 x 5.5 = 16.5 cm

10. a) 12.3 x 10 = 123 b) 3.45 x 100 = 345

11. Sum of two numbers = 100 One number = 48.75 Other number = 100 – 48.75 = 51.25

12. a) 5/3 b) 8

13. a) 2.50 > 2.05 b) 0.77 >0.7

14. Distance walked on Monday = 4.96 km Distance walked on Tuesday = 3.86 km Total distance walked on Monday and Tuesday = 4.96 + 3.86 = 8.82 km Distance walked on Wednesday = 10 – 8.82 = 1.18 km

15. l = 5.8 cm B = 3.5 cm Area = l x b = 5.8 x 3.5 = 20.3 square cm.

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Unit 2: Fractions and decimals

Fractions (recap).

• Adding fractions with like denominators (Opens a modal)
• Subtracting fractions with like denominators (Opens a modal)
• Add fractions with common denominators Get 5 of 7 questions to level up!
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Multiplying fractions

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Fractions word problems

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Decimals (Recap)

• Visual understanding of regrouping decimals (Opens a modal)
• Adding & subtracting decimals word problem (Opens a modal)
• Write decimals and fractions shown on number lines Get 3 of 4 questions to level up!
• Adding & subtracting decimals word problems Get 3 of 4 questions to level up!

Multiplying decimals

• Intro to multiplying decimals (Opens a modal)
• Multiplying challenging decimals (Opens a modal)
• Decimal multiplication place value Get 3 of 4 questions to level up!
• Multiplying decimals like 0.847x3.54 (standard algorithm) Get 3 of 4 questions to level up!

Dividing decimals

• Dividing decimals with hundredths (Opens a modal)
• Dividing by a multi-digit decimal (Opens a modal)
• Dividing decimals: hundredths Get 3 of 4 questions to level up!
• Dividing decimals: thousandths Get 3 of 4 questions to level up!

Decimals word problems

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• Lengths, weights, and money as decimals Get 5 of 7 questions to level up!
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• Mathematics

Class 7 Maths NCERT Solutions, MCQ Tests, Practice Papers

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Congruence of Triangles (Deleted)

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CBSE class 7 course material in Mathematics includes the best free videos, online tests, worksheets, previous years' papers, and homework help.

Study Material for Class 7 Mathematics

Here on myCBSEguide, you get all the study material for Class 7 Maths like syllabus, practice questions, revision notes, test papers, sample papers, worksheets, etc. We also provide learning videos for each chapter where understanding the concepts and their application becomes much easier. The  myCBSEguide App  is known for providing quality study material in all the subjects of CBSE. Our sample papers and other educational resources for secondary and senior secondary are the most sold products. 

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Knowing the syllabus correctly is the first step of preparation. So, to know the CBSE Class 7 Maths syllabus or get any other information related to the syllabus, one can check myCBSEguide . Here you need to select your Board, Class, and Subject to get the details of your desired 

The following chapters are included in the Class 7 syllabus:

Class 7 Maths Downloads

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The NCERT is important for the CBSE board as the syllabus is based on it. On our student's  dashboard , CBSE Class 7 Maths NCERT Solution includes all the questions provided in the NCERT text book which is prescribed for class 7 Maths in schools. The questions provided in the NCERT textbook help you to get a thorough understanding of the concepts. Hence, we provide the solutions along with the NCERT questions for class 7 Maths. These are available in myCBSEguide for free to view and download. You can check chapter-wise details for  NCERT Solutions for Class 7 Maths  here.

Class 7 Maths  Test Papers and Sample Question Papers

The sample question papers for Class 7 Maths provided on  myCBSEguide  are mostly question papers from different schools. We also have a section of previous years' questions where you find an assortment of questions asked in various schools in various levels of class 7 Maths school examination. Basically, the idea is to make the students well aware of all possible question typologies for Class 7 Maths. Our question bank for class 7 Maths guarantees success for the students because it exposes them to all types of situational questions.

Class 7 Maths Online Tests and Learning Videos

Students preparing for other competitive examinations or even for their normal school examinations must try our  Online Tests  for class 7 Maths. It teaches them to be time-bound while preparing them to take computer-based examinations. Online tests have also become important post-Covid period since we never know what would the future demand. So it is better to prepare our kids to take up any challenge and face any kind of situation. Online learning is one such preparatory tool.

Chapter-wise learning videos for CBSE Class 7 Maths are available on myCBSEguide. Students who face problems understanding a mathematical concept can refer to these videos for a better understanding of the subject. Our class 7 Maths Learning Videos have helped many children and parents who believe in self-preparation rather than depending upon any tuition or coaching classes for elementary education.

Class 7 Maths Case Study Questions

Being the latest format of competency-based questions, Case-Based Questions have now become the new parameter for testing students' in-depth knowledge of a subject. It is so because these questions are mostly based on real-life situations. Case-based questions can be commonly found for the secondary and senior secondary levels. But case study questions for the elementary classes, that too of assured quality are hard to find. We bring you the best kind of case study questions for class 7 Maths on our students' dashboard. We have just begun with this and intend to add up more and more verified content to this section. 

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NCERT Solutions for Class 7 Maths

NCERT Solutions for Class 7 Maths includes all the questions provided in NCERT Books for 7th Class Maths Subject. Here all questions are solved with detailed explanation and available for free to check mycbseguide.com. Book: National Council of Educational Research and Training (NCERT) Class: 7th Class Subject: Mathematics NCERT solutions …

NCERT Solutions for Class 8 Maths Exercise 7.2

NCERT Solutions for Class 8 Maths Exercise 7.2 Class 8 Maths book solutions are available in PDF format for free download. These ncert book chapter wise questions and answers are very helpful for CBSE exam. CBSE recommends NCERT books and most of the questions in CBSE exam are asked from …

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NCERT Solutions for Class 7 Maths Exercise 6.2

NCERT Solutions for Class 7 Maths Exercise 6.2 book solutions are available in PDF format for free download. These ncert book chapter wise questions and answers are very helpful for CBSE exam. CBSE recommends NCERT books and most of the questions in CBSE exam are asked from NCERT text books. …

NCERT Solutions for Class 7 Maths Exercise 10.6

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NCERT Solutions for Class 7 Maths Exercise 15.2

NCERT Solutions for Class 7 Maths Exercise 15.2 book solutions are available in PDF format for free download. These ncert book chapter wise questions and answers are very helpful for CBSE exam. CBSE recommends NCERT books and most of the questions in CBSE exam are asked from NCERT text books. …

NCERT Solutions for Class 7 Maths Exercise 2.4

NCERT Solutions for Class 7 Maths Exercise 2.4 book solutions are available in PDF format for free download. These ncert book chapter wise questions and answers are very helpful for CBSE exam. CBSE recommends NCERT books and most of the questions in CBSE exam are asked from NCERT text books. …

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CBSE Class 7 Maths Sample Papers help students to score high marks. Here, we have provided the CBSE Class 7 Maths Sample Question Papers in pdf format. The Class 7 students are encouraged to refer to the CBSE Sample Question Papers and solve the questions of Maths. These sample papers adhere to the CBSE Class 7 Syllabus and are based on the latest pattern.

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7th Class Mathematics Decimals and Fractions Question Bank

Done fractions and decimals total questions - 46.

question_answer 1) Which of the following is true with respect to \[\frac{9}{16}\] and \[\frac{13}{5}\]?

A)  \[\frac{9}{16}>\frac{13}{5}\] done clear

B)  \[\frac{9}{16}=\frac{13}{5}\] done clear

C)  \[\frac{9}{16}<\frac{13}{5}\]   done clear

D)  \[\frac{13}{5}<\frac{9}{16}\] done clear

question_answer 2) Which of the following is the improper fraction form of \[12\frac{1}{5}\] ?

A)  \[\frac{72}{5}\]                done clear

B)         \[\frac{61}{5}\]   done clear

C)  \[\frac{108}{5}\]                              done clear

D)         \[\frac{85}{5}\] done clear

question_answer 3) What is the sun of \[\frac{3}{4},\frac{7}{6}\] and \[1\frac{3}{5}\] ?

A)  \[3\frac{1}{2}\]                done clear

B)         \[3\frac{31}{60}\]   done clear

C)  \[2\frac{13}{60}\]            done clear

D)         \[\frac{412}{120}\] done clear

question_answer 4) What is the difference \[\frac{13}{15}\] and \[\frac{11}{35}\]?

A)  \[\frac{58}{105}\]                              done clear

B)         \[5\frac{8}{105}\] done clear

C)  \[\frac{26}{30}\]                              done clear

D)         \[\frac{23}{15}\] done clear

question_answer 5) Which of the following is a proper  fraction?

A)  \[\frac{28}{15}\]                              done clear

B)         \[\frac{21}{23}\]   done clear

C)  \[\frac{16}{7}\]                done clear

D)         \[\frac{34}{3}\] done clear

question_answer 6) What is the product of \[1\frac{1}{3},3\frac{1}{4}\] and \[\frac{7}{8}\]?

A)  \[3\frac{18}{24}\]            done clear

B)         \[2\frac{19}{24}\] done clear

C)  \[3\frac{19}{24}\]              done clear

D)         \[2\frac{18}{24}\] done clear

question_answer 7) Guru reads \[\frac{3}{5}\] of a book. He finds that there are still 80 pages left to be read. What is the total number of pages in the book?

A)  \[100\]                 done clear

B)         \[200\]   done clear

C)  \[300\]                 done clear

D)         \[400\] done clear

question_answer 8) What is \[\frac{1}{7}\] of 49 litres?

A)  \[1\,\,l\]                              done clear

B)         \[5\,\,l\]  done clear

C)  \[7\,\,l\]                                done clear

D)         \[6\,\,l\] done clear

question_answer 9) Indian cricket team won 4 more matches than it lost with New Zealand. If it won \[\frac{3}{5}\] of its matches, how many matches did India play?

A)  \[8\]                     done clear

B)         \[12\] done clear

C)  \[16\]                   done clear

D)         \[20\]   done clear

question_answer 10) What is the product of a fractional number and its reciprocal?

A)  \[0\]            done clear

B)  same number done clear

C)  \[1\]             done clear

D)  undefined done clear

question_answer 11) What should be added to \[\frac{21}{27}\] to make it \[\frac{26}{27}\]?

A)  \[\frac{26}{27}\]                              done clear

B)          \[\frac{6}{27}\] done clear

C)  \[\frac{5}{27}\]                  done clear

D)         \[\frac{7}{27}\] done clear

question_answer 12) What are fractions with different denominators called?

A)  Like                       done clear

B)         Unlike   done clear

C)  Proper                 done clear

D)         Improper done clear

question_answer 13) What is the equivalent fraction of \[\frac{8}{11}\] having the numerator 40?

A)  \[\frac{40}{11}\]                              done clear

B)         \[\frac{44}{40}\] done clear

C)  \[\frac{40}{55}\]                                done clear

D)         \[\frac{10}{40}\] done clear

question_answer 14) What do you call the fractions which have one as the numerator?

A)  Like fractions done clear

B)  Unlike fractions done clear

C)  Unit fractions   done clear

D)  Equal fractions done clear

question_answer 15) In which of the following fractions is the numerator   greater   than   the denominator?

A)  Like                       done clear

B)         Improper   done clear

C)  Proper                 done clear

D)         Mixed done clear

question_answer 16) \[\frac{1}{9}\] of a number is 5.What is the number?

A)  \[5\]                     done clear

B)         \[9\] done clear

C)  \[14\]                   done clear

D)         \[45\]   done clear

question_answer 17) Given that \[\frac{P}{q}=\frac{s}{t},\] which of these is true?

A)  \[pq=st\]            done clear

B)         \[ps=qt\] done clear

C)  \[pt=sq\]              done clear

D)         \[\frac{p}{t}=\frac{s}{q}\] done clear

question_answer 18) What should be added to 3 to get \[3\frac{1}{5}\]?

A)  \[\frac{3}{5}\]                   done clear

B)         \[\frac{1}{5}\]   done clear

C)  \[\frac{2}{5}\]                   done clear

D)         \[3\frac{2}{5}\] done clear

question_answer 19) If \[4\frac{7}{11}=\frac{x}{11},\] what is the value of x?

A)  \[51\]                     done clear

B)         \[7\] done clear

C)  \[44\]                   done clear

D)         \[28\] done clear

question_answer 20) What is the lowest form of \[\frac{12}{30}\] ?

A)  \[\frac{1}{5}\]                   done clear

B)         \[\frac{1}{2}\] done clear

C)  \[\frac{2}{5}\]     done clear

D)         \[\frac{6}{15}\] done clear

question_answer 21) In which of the following does the shaded part represent one third of its whole?

A) 3                              done clear

B)        15   done clear

C) 8              done clear

D)        12 done clear

question_answer 23) Madhavi eats one full bar of chocolate. Then she divides another one into 5 equal parts and eats 3 of them. What is the total number of chocolates that she has eaten?

A)  \[\frac{4}{5}\]                   done clear

B)         \[\frac{3}{5}\] done clear

C)  \[\frac{8}{5}\]                     done clear

D)         \[\frac{8}{10}\] done clear

question_answer 24) How many one-fourths need to be added to \[2\frac{1}{4}\] to make 5?

A)  \[3\]                     done clear

B)         \[4\] done clear

C)  \[5\]                     done clear

D)         \[11\]   done clear

question_answer 25) Between which two numbers does \[\frac{11}{4}\] lie?

A)  1 and 2                 done clear

B)         2 and 3   done clear

C)  3 and 4                 done clear

D)         11 and 12 done clear

A)  \[\frac{1}{3}\]                     done clear

B)         \[\frac{1}{6}\] done clear

D)         \[\frac{5}{6}\] done clear

A)  \[\frac{1}{2}\]                     done clear

B)         \[\frac{2}{5}\] done clear

C)  \[\frac{5}{6}\]                   done clear

D)         \[\frac{4}{5}\] done clear

question_answer 28) Which of the following is an improper fraction?

A)                  \[\frac{2}{7}-\frac{1}{7}+\frac{2}{7}=\frac{3}{7}\] done clear

B)                  \[\frac{2}{7}+\frac{1}{7}-\frac{2}{7}=\frac{1}{7}\] done clear

C)                  \[\frac{2}{7}+\frac{1}{7}=\frac{3}{7}\] done clear

D)                  \[\frac{1}{7}+\frac{2}{7}+\frac{2}{7}=\frac{5}{7}\]   done clear

question_answer 30) Which of the following statements is true?

A)  Fractions with the same numerator are called like fractions. done clear

B)  Fractions with the same denominator are called unlike fractions. done clear

C)  Difference of two like fractions                 \[=\frac{difference\text{ }of\text{ }numerators}{commondenominator}\]   done clear

D)   A fraction with the numerator greater than or equal to the denominator is called a proper fraction. done clear

question_answer 31) Which figure shows \[\frac{1}{10}\] shaded?

question_answer 32) How is the decimal number 9.6 read?

A)  Nine point six   done clear

B)  Ninety six done clear

C)  Nine six        done clear

D)  Ninety and six done clear

question_answer 33) What is the decimal equivalent of \[\frac{4}{10}+0+\frac{9}{1000}\]?

A)  \[0.049\]   done clear

B)                         \[409\] done clear

C)  \[0.409\]     done clear

D)  \[0.490\] done clear

question_answer 34) What is the place value of 3 in\[9.365\]?

A)  \[3\]                     done clear

B)         \[30\] done clear

C)  \[\frac{3}{10}\]   done clear

D)         \[\frac{3}{1000}\] done clear

question_answer 35) How can 8 hundredths be written?

A)  \[0.008\]             done clear

B)         \[0.08\]   done clear

C)  \[0.800\]             done clear

D)         \[800\] done clear

A)  \[2.5\]                  done clear

B)         \[0.5\]   done clear

C)  \[0.6\]                  done clear

D)         \[0.4\] done clear

question_answer 37) Find the value of \[3\frac{4}{7}\times 2\frac{2}{5}\times 1\frac{3}{4}\].

A)  \[1\]     done clear

B)                         \[5\] done clear

C)  \[10\]                   done clear

D)         \[15\]   done clear

question_answer 38) A book consists of 216 pages. During last week, Suresh read \[\frac{3}{4}\] of the book How many pages did he read?

A)  \[126\]                 done clear

B)         \[162\]   done clear

C)  \[116\]                 done clear

D)         \[161\] done clear

question_answer 39) If the cost of \[5\frac{2}{5}\] litres of milk is Rs. \[101-\frac{1}{4},\]what is its cost per litre?

A)  Rs. \[18\frac{3}{4}\]          done clear

B)         Rs. \[17\frac{3}{4}\] done clear

C)  Rs. \[16\frac{3}{4}\]        done clear

D)         Rs. \[15\frac{3}{4}\] done clear

question_answer 40) The product of two numbers is \[15\frac{5}{6}\]. If one of the numbers is \[6\frac{2}{3},\] what is the other number?

A)  \[\frac{3}{8}\]                   done clear

B)         \[1\frac{3}{8}\] done clear

C)  \[2\frac{3}{8}\]                                  done clear

D)         \[3\frac{3}{8}\] done clear

question_answer 41) The product of two decimals is\[1.5008\]. If one of them is \[0.56,\] what is the other?

A)  \[2.86\]               done clear

B)         \[26.8\] done clear

C)  \[2.68\]                 done clear

D)         \[0.268\] done clear

question_answer 42) A badminton player won 6 games and lost 4. What fraction of the games did he win?

A)  \[\frac{6}{4}\]                   done clear

B)         \[\frac{4}{6}\] done clear

C)  \[\frac{6}{10}\]                  done clear

D)         \[\frac{5}{10}\] done clear

question_answer 43) What is the value of\[3\frac{1}{12}-\left[ 1\frac{3}{4}+\left\{ 2\frac{1}{2}-\left( 1\frac{1}{2}-\frac{1}{3} \right) \right\} \right]\]?

A)                  \[0.5\]                  done clear

B)         \[2\] done clear

C)                  \[1\]                     done clear

D)         \[0\]   done clear

question_answer 44) Ravi had \[\frac{5}{6}\] of a cake. He ate \[\frac{2}{3}\] of it What part of the cake did he eat?

A)  \[\frac{5}{9}\]     done clear

B)                         \[\frac{10}{12}\] done clear

C)  \[\frac{10}{6}\]                done clear

D)         \[\frac{10}{3}\] done clear

question_answer 45) How is the fractional number for 5 out of 7 written?

A)  \[\frac{5}{7}\]                     done clear

B)         \[\frac{7}{5}\] done clear

C)  \[\frac{4}{7}\]                   done clear

question_answer 46) If \[40-\frac{1}{5}\times P=0,\] then what is the value of P?

A)  \[0\]                     done clear

B)         \[\frac{1}{5}\] done clear

C)  \[\frac{199}{5}\]                              done clear

D)         \[200\]   done clear

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CBSE Case Study Questions for Class 6 – 10, 12 for Maths, Science, SST

Cbse case study questions for maths, science, social science.

CBSE Case Study Questions:   Case Study Questions for all Class 1, 2, 4, 5, 6, 7, 8, 9,10, 11 and 12 by Experienced Teachers. We Net Ex. Arranged here Important Case Based Questions for CBSE Board – Maths, Science, Social Science, English.

One must keep in mind to not discover the answers straight forwardly within the given entry but moreover think effectively to determine the answer. Case based questions are either MCQs or Attestation Reason Questions, so for endeavoring such questions you must take after the run the show of end. Case studies capture a range of perspectives, as opposed to the single view of an individual you get with a survey response or interview. This gives the opportunity to gain a greater understanding of the subject in hand and reduces the potential for any bias, by diluting the agenda of a particular individual.

• Case Study Questions Class 6 Science
• Case Study Questions Class 7 Science
• Case Study Questions Class 8 Science
• Class 8 Social Science Case Study Question
• Case Study Question for Class 10 Basic Maths
• Case Study Question for Class 10 Maths Standard
• Case Study Question for Class 10 Science
• Case Study Question for Class 10 Social Science
• Case Study Question for Class 10 Computer
• Class 11 Biology Case Study Question
• Class 11 Physics Case Study Question
• Class 11 Chemistry Case Study Question
• CBSE Class 12 Mathematics Case study Questions & Answers
• CBSE Class 12 Physics Case study Questions & Answers
• CBSE Class 12 History Case study Questions & Answers
• CBSE Class 12 Economics Case study Questions & Answers
• CBSE Class 12 Chemistry Case study Questions & Answers
• CBSE Class 12 Computer Science Case study Questions & Answers
• Case Study Question for Class 12 Biology
• Class 12 Physics Case Study Question

Due to a little test, the case ponder can conduct an in-depth investigation. – Case ponders make openings for a wealthy surrender of information, and the profundity of investigation can in turn bring tall levels of legitimacy (i.e. giving an exact and comprehensive degree of what the think about is trusting to degree).

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• Important Questions for CBSE Class 7 Maths (2024-25)

CBSE Class 7 Maths Chapter wise Important Questions - Free PDF Download

Class 7 Maths syllabus is set to create a foundation of knowledge among the students so that they can learn the advanced concepts in the higher classes easily. To make this conceptual base stronger, Vedantu has prepared a list of Class 7 Maths Important Questions for all chapters. Students will be able to find new patterns of questions in this list and can practice them to enhance their knowledge. They will learn new ways to use the formulas and concepts by practising solving these questions.

All these questions are formulated by following the standard CBSE rules . These questions focus on the conceptual development of students of Class 7. By solving these Important Questions for Class 7 Maths , you will strengthen your problem-solving skills and develop an idea of how to approach critical questions easily. Vedantu is a platform that provides free CBSE Solutions (NCERT) and other study materials for students. Register Online for NCERT Solutions Class 7 Science tuition on Vedantu.com to score more marks in CBSE board examination.

Download CBSE Class 7 Maths Important Questions 2024-25 PDF

Also, check CBSE Class 7 Maths Important Questions for other chapters

Chapterwise Important Questions for CBSE Class 7 Maths

NCERT Class 7 Maths Important Questions Summary

Students need to organize their study schedules properly to give attention to all the subjects. The overall development will ensure a good score in the final exam. Mathematics is a crucial subject to study and move forward to learn more concepts in the next classes. For this, you should pay attention to your learning process. Gather the ideal study material necessary for learning the new mathematical concepts and practice. The ideal way to practice is by downloading the NCERT Class 7 Maths Important Questions.

These questions have been composed by expert mathematics teachers. They have the best idea of how to challenge the students intellectually by asking conceptual questions. Apart from solving exercise questions, you will need a better platform to analyze your problem-solving skills. By attempting to solve something new and different from the exercise questions, you will be able to develop new methodologies and skills. These skills will then be used to develop more knowledge of mathematics in the following years.

14 chapters are covered in this section. You will find excellent questions framed by the teachers for all these chapters. Once you have completed the textbook exercises, you can proceed to solve these questions and check the solutions. Compare your answers with that of the solution to assess your skills. Learn how the teachers have approached and solved these problems using specific techniques. Practice these techniques of solving the Class 7 Important Questions for Maths to improve your preparation level and stay ahead of the class.

Why Should You Download Class 7 CBSE Maths Important Questions?

Many students follow one or two books apart from the mathematics textbook prescribed by NCERT . By following these books, they avail of an advanced platform for learning new skills to solve maths problems. These skills are ideal to save time, to avoid mistakes, and to score better during an exam. For those students, these important questions for every chapter will be a perfect tool to judge their skills.

These files can be easily downloaded in PDF format and stored on the computers. You can access them offline to practice as per your convenience. Let us check why you should get these Class 7 Maths Important Questions as a part of your study material.

Quick Review of Your Problem-Solving Skills

There are multiple chapters in Class 7 Maths NCERT syllabus . It is not possible to have the same efficiency of solving questions related to all the chapters. How can you determine the sections you need to focus on more? By solving these important questions for each chapter, you will get a clear idea of how efficient you are. Review your skills and make sure that the syllabus has been covered perfectly.

Important Questions for Exams

Most schools do not focus on the exercises to frame questions for an exam. The teachers like to pay attention to different types of questioning formats to assess the intellect and problem-solving skills of the students of Class 7 . It is beneficial to learn different types of question formats for all chapters beforehand. You can do this by downloading the Important Questions for Class 7 Maths . Check the different formats of mathematical questions and focus on solving techniques by referring to their solutions.

Clarification of Doubts in Different Chapters

The prime reason for checking and solving the new questions suggested by the experienced teachers is to clarify your doubts in different chapters. Most of the time, students are unaware of the doubts unless they are revealed while solving a problem. This is the reason why teachers suggest solving questions from different books after completing the exercises in the textbook. By attempting to solve these important questions and checking their solutions, your underlying doubts will also get resolved.

Download the important questions chapter-wise and solve them at your convenience. Complete the respective chapters first and then indulge in practising these questions.

Class 7 Maths Important Related Links

Cbse class 7 study materials.

FAQs on Important Questions for CBSE Class 7 Maths (2024-25)

1. Where Can You Find the Best NCERT Class 7 Maths Important Questions?

Ans: Vedantu is preferred to be the best platform for finding important questions related to the Class 7 Maths syllabus. These questions are ideal in terms of quality and skill development among students.

2. How Solving Important Questions can Help Your Preparation?

Ans: The underlying benefits of solving and practising Class 7 Important Questions for Maths are enhancing problem-solving skills, increasing efficiency, and helping to manage time during an exam. Learn new techniques from the solutions provided for each set.

3. How many chapters does the Math NCERT book of Class 7 consist of?

Ans: The Maths NCERT book of Class 7 consists of 15 chapters. These are:

Chapter 1 - Integers

Chapter 2–Fractions and Decimals

Chapter 3–Data Handling

Chapter 4–Simple Equations

Chapter 5–Lines and Angles

Chapter 6–The Triangles and its Properties

Chapter 7 – Congruence of Triangles

Chapter 8 – Comparing Quantities

Chapter 9 – Rational Numbers

Chapter 10 – Practical Geometry

Chapter 11 – Perimeter and Area

Chapter 12 – Algebraic Equation

Chapter 13 – Exponents and Powers

Chapter 14 - Symmetry

Chapter 15 – Visualizing Solid Shapes

4. How many exercises does each chapter of Class 7 Maths contain?

Ans: The number of exercises in each chapter of Class 7 Maths is given below:

Chapter 1 – four exercises

Chapter 2– seven exercises

Chapter 3 – four exercises

Chapter 4 – four exercises

Chapter 5 – two exercises

Chapter 6 – five exercises

Chapter 7 – two exercises

Chapter 8 – three exercises

Chapter 9 – two exercises

Chapter 10 – five exercises

Chapter 11 – four exercises

Chapter 12 – four exercises

Chapter 13 – three exercises

Chapter 14 – three exercises

Chapter 15 – four exercises

5. What should I do to get the important questions of all the chapters of Class 7 Maths?

Ans: Here is the technique which can help students to get important questions of all the chapters of Class 7 Maths in one place:

Visit the link of Important Questions for CBSE Class 7 Maths, Chapter wise Solutions.

After visiting the link, you will reach the official website of Vedantu.

You will discover the index of chapters of Class 7 Maths on the Vedantu's official page.

Here from the list, pick out the chapter you want to study.

After choosing the lesson, the important questions of that chapter will open.

There when you will hit the option of “Download PDF”, the PDF file of important questions will be downloaded. These solutions are available at free of cost on Vedantu(vedantu.com) and mobile app.

6. What are the perks of studying Class 7 Maths from the NCERT book?

Ans: There are many benefits of studying Class 7 Maths from the NCERT book. Some of them are:

The Maths NCERT book is prescribed by the CBSE for Class 7.

The content of this book is designed by well-qualified teachers.

The dialect used in this book is very easy to understand.

Every concept of the chapter is explained in detail in this book. 

Solving the questions given in this book can help students to score well in their exams.

Most of the questions asked in the exam are taken from the NCERT book.

7. How can students prepare an effective study plan for Class 7 Maths?

Ans: For creating an effective study plan for Class 7 Maths do follow the given steps:

First of all, build a timetable so that you can get time to study every chapter.

Be thorough with your syllabus and the blueprint of the exam paper.

Solve each question of the NCERT book.

Practice the worksheets given by your teachers.

Do not miss any school lectures.

Prepare notes so that you can easily remember all the formulas.

Avoid learning new topics before the day of examination.

Important Questions for CBSE Class 7

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