Convert the following into mixed fraction. 28 3

Given fraction is 28 3 Firstly, divide 28 (numerator) by 3 (denominator). Here, quotient = 9 and the remainder = 1 ∴ Numerator Denominator = Quotient + Remainder Denominator ⇒ 28 3 = 9 + 1 3 ∴ 28 3 = 9 1 3 We know that, mixed fraction is a combination of whole number and proper fraction.

Convert the following into mixed fraction. 110 43

Given fraction is 110 43 Firstly, divide 110 (numerator) by 43 (denominator). Here, quotient = 2 and the remainder = 24 ∴ Numerator Denominator = Quotient + Remainder Denominator ⇒ 110 43 = 2 + 24 43 ∴ 110 43 = 2 24 43 We know that, mixed fraction is a combination of whole number and proper fraction.

Convert the following into mixed fraction. 50 35

Given fraction is 50 35 Firstly, divide 50 (numerator) by 35 (denominator). Here, quotient = 1 and the remainder = 15 ∴ Numerator Denominator = Quotient + Remainder Denominator ⇒ 50 35 = 1 + 15 35 ∴ 50 35 = 1 15 35 We know that, mixed fraction is a combination of whole number and proper fraction.

Convert the following into mixed fraction. 62 15

Given fraction is 62 15 Firstly, divide 62 (numerator) by 15 (denominator). Here, quotient = 4 and the remainder = 2 ∴ Numerator Denominator = Quotient + Remainder Denominator ⇒ 62 15 = 4 + 2 15 ∴ 62 15 = 4 2 15 We know that, mixed fraction is a combination of whole number and proper fraction.

Convert the following into mixed fraction. 117 101

Given fraction is 117 101 Firstly, divide 117 (numerator) by 101 (denominator). Here, quotient = 1 and the remainder = 16 ∴ Numerator Denominator = Quotient + Remainder Denominator ⇒ 117 101 = 1 + 16 117 ∴ 117 101 = 1 16 117 We know that, mixed fraction is a combination of whole number and proper fraction.

Convert the following into mixed fraction. 121 91

Given fraction is 121 91 Firstly, divide 121 (numerator) by 91 (denominator). Here, quotient = 1 and the remainder = 30 ∴ Numerator Denominator = Quotient + Remainder Denominator ⇒ 121 91 = 1 + 30 91 ∴ 121 91 = 1 30 91 We know that, mixed fraction is a combination of whole number and proper fraction.

Convert the following unlike fraction into like fraction: 1 7 , 2 5 , 1 14 , 3 28 , 5 35

Given unlike fractions are 1 7 , 2 5 , 1 14 , 3 28 , 5 35 Here, we need to convert the given unlike fractions into like fractions. The fractions, which have same denominator are said to be like fractions. Method to convert the unlike fractions to like fractions: Find the L.C.M of denominators Convert the all fractions equivalent to fractions with same denominator. L.C.M of 7 , 5 , 14 , 28 , 35 is 140 Making each fraction, equivalent to fraction having denominator 140 , we get 1 7 × 20 20 = 20 140 2 5 × 28 28 = 56 140 1 14 × 10 10 = 10 140 3 28 × 5 5 = 15 140 5 35 × 4 4 = 20 140 Hence, the like fractions are 20 140 , 56 140 , 10 140 , 15 140 , 20 140 .

Convert the following unlike fraction into like fraction: 6 10 , 3 10 , 11 45 , 8 15 , 7 90

Given unlike fractions are 6 10 , 3 10 , 11 45 , 8 15 , 7 90 Here, we need to convert the given unlike fractions into like fractions. The fractions, which have same denominator are said to be like fractions. Method to convert the unlike fractions to like fractions: Find the L.C.M of denominators Convert the all fractions equivalent to fractions with same denominator. L.C.M of 10 , 45 , 15 , 90 is 90 Making each fraction, equivalent to fraction having denominator 90 , we get 6 10 × 9 9 = 54 90 3 10 × 9 9 = 27 90 11 45 × 2 2 = 22 90 8 15 × 6 6 = 48 90 7 90 Hence, the like fractions are 54 90 , 27 90 , 20 90 , 48 90 , 7 90 .