➗ Math

GCD Calculator

Find the greatest common divisor (GCF/HCF) of two or more whole numbers.

Results

Greatest common divisor
12
Least common multiple
3,600

📊 GCD Calculator chart

Your data values.

What is the GCD Calculator?

Find the greatest common divisor (GCF/HCF) of two or more whole numbers. From percentages and fractions to logarithms and quadratic equations, these math calculators show exact results — using arbitrary-precision integers wherever whole-number answers can get very large.

GCD Calculator – free online math tool illustration
GCD Calculator — free, exact and private.

How to use the GCD Calculator

  1. Enter your numbers.
  2. Results update automatically as you type; you can also press Calculate.
  3. Read the output: greatest common divisor, least common multiple.
  4. Use the 📊 chart to see the result visually, then copy or share it.

Formula and method

Euclid: gcd(a, b) = gcd(b, a mod b)

Worked example

With numbers = 48, 180, 300, the GCD Calculator returns greatest common divisor: 12; least common multiple: 3,600.

Tips for better results

  • Use the formula section on each page to check your homework method, not just the answer.
  • For very large factorials, combinations and base conversions we use exact big-integer math.
  • Floating-point results are rounded to 12 significant digits to remove binary noise.

Frequently asked questions

What does the GCD Calculator do?

Find the greatest common divisor (GCF/HCF) of two or more whole numbers.

How is it calculated?

The GCD Calculator uses this method: Euclid: gcd(a, b) = gcd(b, a mod b).

Can you show an example?

With numbers = 48, 180, 300, the GCD Calculator returns greatest common divisor: 12; least common multiple: 3,600.

Is the GCD Calculator accurate?

Yes. It uses standard formulas and exact constants, and the results are verified by our automated test suite. Values are displayed to up to 12 significant digits.

Is this tool free and private?

Yes — the GCD Calculator is completely free with no sign-up, and it runs entirely in your browser, so the values you enter are never uploaded to our servers.

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