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Fractions Practice Worksheet

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Fractions Practice Worksheet worksheet preview

Fractions Practice Worksheet

Fractions illustration

📚 Understanding Fractions

Types of Fractions:

Proper fractions: The numerator (top number) is smaller than the denominator (bottom number). Example: 3/4, 2/5

Improper fractions: The numerator is equal to or larger than the denominator. Example: 7/4, 9/5

Mixed numbers: A whole number combined with a proper fraction. Example: 1¾, 2⅖

1. Identify each fraction as proper, improper, or mixed number:

a) 5/8 ________________

b) 3¼ ________________

c) 11/7 ________________

d) 2/3 ________________

2. Convert these improper fractions to mixed numbers:

a) 9/4 = ________________

b) 13/5 = ________________

c) 17/6 = ________________

3. Convert these mixed numbers to improper fractions:

a) 2¾ = ________________

b) 3⅖ = ________________

c) 1⅚ = ________________

✏️ Fraction Operations

4. Add these fractions (simplify your answers):

a) ¼ + ¼ = ________________

b) ⅓ + ⅙ = ________________

c) ¾ + ½ = ________________

5. Subtract these fractions (simplify your answers):

a) ¾ - ¼ = ________________

b) ⅚ - ⅓ = ________________

c) 1⅓ - ⅔ = ________________

6. Simplify these fractions to their lowest terms:

a) 8/12 = ________________

b) 15/20 = ________________

c) 18/24 = ________________

🎯 Problem Solving

7. Sarah ate ⅜ of a pizza and Tom ate ¼ of the same pizza. How much pizza did they eat altogether?

Answer: ________________

8. A recipe calls for 2¾ cups of flour. If you only have 1½ cups, how much more flour do you need?

Answer: ________________

9. Which fraction is larger? Circle your answer and explain why:

⅗ or ⅔

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