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RD Sharma Solutions - Ex-2.3, Fractions, Class 7, Math

Question 1:

Find the reciprocal of each of the following fractions and classify them as proper, improper and whole numbers:

Question 1:

Answer 1:

Reciprocal of a non-zero fraction a/b is b/ a
(i)
Reciprocal of 3/7 is 7/3 It's improper fraction because numerator is greater than denominator

(ii)
Reciprocal of 5/8 is 8/5

It's improper fraction because numerator is greater than denominator

(iii)
Reciprocal of 9/7 is 7/9

It's proper fraction because numerator is less than denominator

(iv)
Reciprocal of 6/5 is 5/6

It's proper fraction because numerator is less than denominator

(v)
Reciprocal of 12/7 is 7/12

It's proper fraction because numerator is less than denominator

(vi)
Reciprocal of 1/8 is 8/1=8

It is a whole number

Question 2:

Divide:

Question 2:

Answer 2:

Answer 2:

(ii)

Answer 2:

(iii)

Answer 2:

(iv)

Answer 2:

Question 3:

Divide:

 

(i) 3/8 by 4
 (ii) 9/16 by 6
 (iii) 9 by 3/16
 (iv) 10 by 100/3

Answer 3:

(i)

Answer 3:

(ii)

Answer 3:

(iii)

Answer 3:

(iv)

Answer 3:

Question 4:

Simplify:

Question 4:

Answer 4:

(i)

Answer 4:

(ii)

Answer 4:

(iii)

Answer 4:

(iv)

Answer 4:

Question 5:

A wire of length Question 5:  is cut into 10 pieces of equal length. Find the length of each piece.

Answer 5:

Answer 5:

Length of one piece =

Answer 5:

Answer 5:

Question 6:

The length of a rectangular plot of area Question 6:   What is the width of the plot?

Answer 6:

Area of rectangle = Length of rectangle × Width of rectangle

Answer 6:

Answer 6:×Width of the rectangle

Answer 6:

 

Width of the rectangle =  Answer 6:

Question 7:

By what number should Question 7: be multiplied to get Question 7:

Answer 7:

Let the required number be x.

According to the question:

Answer 7:

Answer 7:

Question 8:

The product of two numbers is Question 8:  If one of the numbers is Question 8:   find the other.

Answer 8:

Let the required number be x.

According to the question:

Answer 8:

Answer 8:

Question 9:

The cost of  Question 9: kg of apples is Rs 400. At what rate per kg are the apples being sold?

Answer 9:

Answer 9:

Cost of  25/4 kg of apples = Rs. 400
Cost of 1 kg of apples = Answer 9:

Question 10:

By selling oranges at the rate of Rs Question 10: per orange, a fruit-seller gets Rs 630. How many dozens of oranges does he sell?

 

Answer 10:

Cost of 1 orange = Answer 10:

 

Number of oranges sold = Answer 10:

Answer 10:

Question 11:

In mid-day meal scheme 3/10 litre of milk is given to each student of a primary school. If 30 litres of milk is distributed every day in the school, how many students are there in the school?

Answer 11:

Number of students in the school =

Question 11:

Question 11:

Question 12:

In a charity show Rs 6496 were collected by selling some tickets. If the price of each ticket was Rs Question 12: how many tikets were sold?

Answer 12:

Number of tickets sold = Answer 12:

Answer 12:

 

Number of tickets sold =   Answer 12:

Answer 12:

The document RD Sharma Solutions - Ex-2.3, Fractions, Class 7, Math is a part of the Class 7 Course RD Sharma Solutions for Class 7 Mathematics.
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FAQs on RD Sharma Solutions - Ex-2.3, Fractions, Class 7, Math

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2. Are the RD Sharma Solutions for Class 7 Math available in the same language as the textbook?
Ans. Yes, the RD Sharma Solutions for Class 7 Math are available in the same language as the textbook. The solutions are written in a language that is easily understandable for students of Class 7.
3. Can I rely solely on RD Sharma Solutions for Class 7 Math to prepare for my exams?
Ans. RD Sharma Solutions for Class 7 Math are a great resource for exam preparation, but it is recommended to also refer to the textbook and practice additional questions. The solutions provide step-by-step explanations, but it is important to understand the concepts thoroughly.
4. Is it necessary to solve all the exercises in RD Sharma Solutions for Class 7 Math?
Ans. It is not necessary to solve all the exercises in RD Sharma Solutions for Class 7 Math, but it is highly recommended. Solving a variety of exercises will help you reinforce the concepts and improve your problem-solving skills. It is advisable to solve the exercises that are relevant to your syllabus and exam pattern.
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