Convert the mixed fraction 4 7 9 into an improper fraction.

Given, 4 7 9 A mixed fraction a b c is expressed into an improper fraction as a × c + b b . ∴ 4 7 9 = 4 × 9 + 7 9 = 36 + 7 9 = 43 9 Hence, the required improper fraction is 43 9 .

Convert the mixed fraction 4 7 9 into an improper fraction.

Given, 4 7 9 A mixed fraction a b c is expressed into an improper fraction as a × c + b b . ∴ 4 7 9 = 4 × 9 + 7 9 = 36 + 7 9 = 43 9 Hence, the required improper fraction is 43 9 .

Convert the mixed fraction 5 3 11 into an improper fraction.

Given, 5 3 11 A mixed fraction a b c is expressed into an improper fraction as a × c + b b . ∴ 5 3 11 = 5 × 11 + 3 11 = 55 + 3 11 = 58 11 Hence, the required improper fraction is 58 11 .

Convert the mixed fraction 13 7 10 into an improper fraction.

Given, 13 7 10 A mixed fraction a b c is expressed into an improper fraction as a × c + b b . ∴ 13 7 10 = 13 × 10 + 7 10 = 130 + 7 10 = 137 10 Hence, the required improper fraction is 137 10 .

Convert the mixed fraction 6 5 6 into an improper fraction.

Given, 6 5 6 A mixed fraction a b c is expressed into an improper fraction as a × c + b b . ∴ 6 5 6 = 6 × 6 + 5 6 = 36 + 5 6 = 41 6 Hence, the required improper fraction is 41 6 .

Convert the mixed fraction 11 3 8 into an improper fraction.

Given, 11 3 8 A mixed fraction a b c is expressed into an improper fraction as a × c + b b . ∴ 11 3 8 = 11 × 8 + 3 8 = 88 + 3 8 = 91 8 Hence, the required improper fraction is 91 8 .

Convert the mixed fraction 13 1 5 into an improper fraction.

Given, 13 1 5 A mixed fraction a b c is expressed into an improper fraction as a × c + b b . ∴ 13 1 5 = 5 × 13 + 1 5 = 65 + 1 5 = 66 5 Hence, the required improper fraction is 66 5 .

Find the equivalent fraction of 3 5 having denominator 20 .

Given fraction is 3 5 . Denominator of the new fraction is 20 . We know that to get the equivalent fraction, we can multiply or divide a non-zero number with both the numerator and the denominator. Here to get the denominator as 20 , we need to multiply the denominator by 4 . Therefore, by the concept of equivalent fractions, we need to multiply both the numerator and the denominator by 4 . So, the equivalent fraction is, 3 5 = 3 × 4 5 × 4 = 12 20 Hence, the equivalent fraction is 12 20 .

Write a fraction equivalent to: 6 7 with numerator 18 .

Given fraction is 6 7 . Numerator of the new fraction is 18 . We know that to get the equivalent fraction, we can multiply or divide a non-zero number with both the numerator and the denominator. Here to get the numerator as 18 , we need to multiply the numerator by 3 . Therefore, by the concept of equivalent fractions, we need to multiply both the numerator and the denominator by 3 . So, the equivalent fraction is, 6 7 = 6 × 3 7 × 3 = 18 21 Hence, the equivalent fraction is 18 21 .

Write a fraction equivalent to: 3 8 with denominator 40 .

Given fraction is 3 8 . Denominator of the new fraction is 40 . We know that to get the equivalent fraction, we can multiply or divide a non-zero number with both the numerator and the denominator. Here to get the denominator as 40 , we need to multiply the denominator by 5 . Therefore, by the concept of equivalent fractions, we need to multiply both the numerator and the denominator by 5 . So, the equivalent fraction is, 3 8 = 3 × 5 8 × 5 = 15 40 Hence, the equivalent fraction is 15 40 .