Fraction Calculator
Add, subtract, multiply, and divide fractions instantly. Get simplified results with step-by-step working shown. Supports proper and improper fractions. Free.
Fraction Calculator
toolznova.com • Free Calculator
How to Use
Calculate fractions in 3 steps.
Choose Operation
Select add, subtract, multiply, divide, or simplify.
Enter Fractions
Enter numerator and denominator for each fraction.
Get Result
Click Calculate for simplified result with step-by-step working.
Why ToolzNova?
Instant
Results in milliseconds.
Accurate
Precise formulas every time.
Private
No data sent anywhere.
Everywhere
Mobile, tablet, desktop.
Why Use Fraction Calculator?
- Homework: Verify fraction calculations for math assignments instantly.
- Recipe Scaling: Add and multiply fractions when adjusting recipe portions.
- Construction: Add fractional measurements in feet and inches.
- Simplification: Reduce any fraction to its lowest terms quickly.
- Teaching: Show students step-by-step fraction operations.
- Verification: Double-check manual fraction calculations.
Tips & Examples
- To add fractions: find common denominator, add numerators, simplify.
- To multiply: multiply numerators together and denominators together.
- To divide: flip the second fraction and multiply (keep-change-flip method).
- Mixed number 2½ = 5/2 — convert before entering (2×2+1=5, den=2).
- GCD is used to simplify — divide both numerator and denominator by GCD.
- Negative fraction: enter negative numerator (e.g., -3 for -3/4).
Free Fraction Calculator Online — Add Subtract Multiply Divide
ToolzNova's free fraction calculator performs all four arithmetic operations on fractions — addition, subtraction, multiplication, and division — plus simplification. Every result is shown in simplified form with the step-by-step working.
Fractions are fundamental in mathematics, cooking, construction, and science. Our calculator handles proper fractions, improper fractions, and shows the steps so you learn how the calculation works.
Fraction Operation Formulas
Adding: (a/b)+(c/d) = (ad+bc)/bd. Subtracting: (a/b)−(c/d) = (ad−bc)/bd. Multiplying: (a/b)×(c/d) = ac/bd. Dividing: (a/b)÷(c/d) = ad/bc. All results are then simplified by dividing by the GCD.