Express 12 5 as the sum of an integer and a rational number.

Given, 12 5 . Let us convert the given rational number into mixed fraction and split the integer and rational number. 12 5 = 2 2 5 = 2 + 2 5 Hence, the required integer is 2 and the rational number is 2 5 .

Express - 11 7 as the sum of an integer and a rational number.

Given, - 11 7 Let us convert the given rational number into mixed fractions and split the integer and rational number, we get - 11 7 = - 11 7 = - 1 4 7 = - 1 + - 4 7 Hence, the required integer is - 1 and a rational number is - 4 7 .

Express - 25 9 as the sum of an integer and a rational number.

Given, - 25 9 Let us convert the given rational number into mixed fractions and split the integer and rational number, we get - 25 9 = - 25 9 = - 2 7 9 = - 2 + - 7 9 Hence, the required integer is - 2 and a rational number is - 7 9 .

Express - 103 20 as the sum of an integer and a rational number.

Given, - 103 20 Let us convert the given rational number into mixed fractions and split the integer and rational number, we get - 103 20 = - 103 20 = - 5 3 20 = - 5 + - 3 20 Hence, the required integer is - 5 and a rational number is - 3 20 .

E M B I B E

MATHEMATICS FOR CLASS 7>Chapter 4 - Rational Numbers>EXERCISE 4C

R S Aggarwal Solutions for Chapter: Rational Numbers, Exercise 3: EXERCISE 4C

Author:R S Aggarwal

R S Aggarwal Mathematics Solutions for Exercise - R S Aggarwal Solutions for Chapter: Rational Numbers, Exercise 3: EXERCISE 4C

Attempt the practice questions on Chapter 4: Rational Numbers, Exercise 3: EXERCISE 4C with hints and solutions to strengthen your understanding. MATHEMATICS FOR CLASS 7 solutions are prepared by Experienced Embibe Experts.