Fractions and Percentages Practice
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Fractions and Percentages Practice
🔢 Part 1: Converting Fractions to Percentages
a) 1/2 = _______%
b) 1/4 = _______%
c) 3/4 = _______%
d) 1/5 = _______%
e) 2/5 = _______%
f) 3/5 = _______%
a) 7/10 = _______%
b) 3/10 = _______%
c) 9/10 = _______%
a) 1/8 = _______%
b) 3/8 = _______%
c) 7/20 = _______%
d) 13/20 = _______%
📊 Part 2: Converting Percentages to Fractions
a) 50% = _______
b) 25% = _______
c) 75% = _______
d) 20% = _______
e) 40% = _______
f) 60% = _______
a) 30% = _______
b) 70% = _______
c) 90% = _______
a) 12.5% = _______
b) 37.5% = _______
c) 35% = _______
d) 65% = _______
🎯 Part 3: Multiple Choice Practice
💰 Part 4: Finding Percentages of Amounts
a) 10% of 30 = _______
b) 10% of 50 = _______
c) 10% of 80 = _______
d) 20% of 40 = _______
e) 25% of 60 = _______
f) 50% of 24 = _______
a) 15% of 40 = _______
b) 30% of 70 = _______
c) 75% of 48 = _______
a) In a class of 32 pupils, 25% wear glasses. How many pupils wear glasses? _______
b) A jumper costs £45. In a sale, it has 20% off. How much money is saved? £_______
c) A football team scored 18 goals out of 24 attempts. What percentage of their shots were goals? _______%
🧠 Part 5: Challenge Questions
Sarah spent 3/5 of her pocket money on sweets and 25% on a magazine. What percentage of her money did she spend altogether?
If 40% of a number is 32, what is the whole number?
Answer: _______
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