➕ ✖️ ➗

Fraction
Practice

➕ Add and subtract two fractions

📋 10 questions per round · pick or type your answer

✖️ Multiply two fractions together

💡 Multiply top × top and bottom × bottom, then simplify

➗ Divide one fraction by another

💡 Keep · Change · Flip — then multiply

🔼 Find an equivalent fraction with a bigger denominator

💡 Multiply top and bottom by the same number

🔽 Reduce fractions to their simplest form

💡 Divide top and bottom by their Greatest Common Divisor

⭐ Evaluate expressions that mix all four fraction operations

📋 10 questions per round · pick or type your answer

➕ Adding & Subtracting

Same denominator: add or subtract numerators, keep the denominator.

38 + 28 = 58

Different denominators: find the LCD first, then convert both fractions.

12 + 13 = 36 + 26 = 56

✖️ Multiplying

Multiply numerators together and denominators together. Then simplify the result.

23 × 34 = 612 = 12
Top × Top  |  Bottom × Bottom  |  Simplify

➗ Dividing

Keep · Change · Flip: keep the first fraction, change ÷ to ×, then flip (reciprocal) the second fraction.

23 ÷ 34 = 23 × 43 = 89
Keep the first · Change ÷ to × · Flip the second

🔼 Amplifying (Equivalent Fractions)

Multiply both the numerator and denominator by the same number. The value of the fraction stays exactly the same.

12 = 24 = 36 = 48 = 510
× same number on top and bottom → equivalent fraction

🔽 Simplifying

Find the GCD (Greatest Common Divisor) of the numerator and denominator, then divide both by it.

69 → GCD = 3 → 23
1216 → GCD = 4 → 34
÷ top and bottom by GCD → simplest form
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