Understand parts and holes with our fractions printable worksheet pdf for Class 4. This learning resource teaches children about proper fractions, improper fractions and mixed numbers through visual representations and practical examples. Students will compare, add and subtract fractions with confidence. Download free fractions grade 4 practice questions, and make fraction learning simple and clear.
1. Which of the following is the lowest form of fraction 119/91 ?
a) 11⁄13
b) 12⁄13
c) 14⁄13
d) 13/17
Answer: c) 14⁄13
Explanation: 7 is the common factor of the numerator and denominator of the fraction 119/91.
Therefore, lowest form of 119⁄91 = (119 ÷ 7)/(91 ÷ 7) = 17⁄13
In the lowest form of a fraction, the numerator 17 and denominator 13 have only one common factor of 1.
Simplest form in mixed fractions = 17⁄13
= (13 + 4)⁄13
= 13⁄13 + 4⁄13
= 1 + 4⁄13
= 14⁄13
2. What should be added to 5/11 to get 23⁄11?
a) 10/11
b) 15/11
c) 20/11
d) 25/11
Answer: c) 20/11
Explanation: fraction that should be added to 5⁄11 to get 23⁄11
= 23⁄11 − 5⁄113. What is the sum of the three shaded fractions shown below?
a) 1/2
b) 1/4
c) 1/3
d) 3/4
Answer: d) 3/4
Explanation: Sum of fractions = 1⁄4 + 1⁄4 + 1⁄4 = 3⁄4
4. What is the fraction of pizza left if the two slices are eaten as shown?
a) 1/4
b) 3/4
c) 1/8
d) 3/8
Answer: b) 3/4
Explanation: We can see two slices of pizza are eaten and six slices are left.
Hence, total no of equal parts = 2 + 6 = 8Fraction of pizza left = 6/8
= 3/4 (After dividing numerator and denominator by 2)
5. 140 kg of cashew sweets were bought for the marriage party. Out of which 2/5th was consumed by the guests. What amount of cashew sweets are left?
a) 56 kg
b) 72 kg
c) 80 kg
d) 84 kg
Answer: d) 84 kg
Explanation: Total weight of cashew sweets purchased = 140 kg
Out of which 2⁄5th was consumed by the guests.
Amount of cashew sweets consumed = 2⁄5 × 140 kg
= 2 × (140⁄5) kg
= 2 × 28 kg
= 56 kg
Amount of cashew sweets left = 140 − 56 = 84 kg
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