Multiply: 3 5 × 4 1 3

Given that to multiply 3 5 × 4 1 3 . Product of fractions = Multiplication of numerators Multiplication of denominators Convert mixed fraction into improper fraction after that do the multiplication. 3 5 × 4 1 3 = 3 5 × 13 3 = 1 5 × 13 1 = 13 5 = 2 3 5 Hence, the required answer is 2 3 5 .

Multiply: 9 1 2 × 7 1 2

Given that to multiply 9 1 2 × 7 1 2 . Product of fractions = Multiplication of numerators Multiplication of denominators Convert mixed fraction into improper fraction after that do the multiplication. 9 1 2 × 7 1 2 = 19 2 × 15 2 = 19 × 15 2 × 2 = 285 4 = 71 1 4 Hence, the required answer is 71 1 4 .

Multiply: 9 1 4 × 1 1 37

Given that to multiply 9 1 4 × 1 1 37 . Product of fractions = Multiplication of numerators Multiplication of denominators Convert mixed fraction into improper fraction after that do the multiplication. 9 1 4 × 1 1 37 = 37 4 × 38 37 = 1 4 × 38 1 = 38 4 = 19 2 = 9 1 2 Hence, the required answer is 9 1 2 .

Multiply: 5 1 6 × 5 2 3

Given that to multiply 5 1 6 × 5 2 3 . Product of fractions = Multiplication of numerators Multiplication of denominators Convert mixed fraction into improper fraction after that do the multiplication. 5 1 6 × 5 2 3 = 31 6 × 17 3 = 31 × 17 6 × 3 = 527 18 = 29 5 18 Hence, the required answer is 29 5 18 .

E M B I B E

New Maths Buzz An Activity-based Course in Mathematics>Chapter 2 - Fractions>Exercise

Dipali Sengupta and Bijo Thoms Solutions for Chapter: Fractions, Exercise 4: Exercise

Author:Dipali Sengupta & Bijo Thoms

Dipali Sengupta Mathematics Solutions for Exercise - Dipali Sengupta and Bijo Thoms Solutions for Chapter: Fractions, Exercise 4: Exercise

Attempt the free practice questions on Chapter 2: Fractions, Exercise 4: Exercise with hints and solutions to strengthen your understanding. New Maths Buzz An Activity-based Course in Mathematics solutions are prepared by Experienced Embibe Experts.