π Pythagorean Theorem Calculator β Solve Right Triangles Instantly
Need to find the missing side of a right triangle? This free Pythagorean Theorem Calculator makes it easy to solve for the hypotenuse or a leg with just two known side lengths. Whether you’re studying geometry or solving real-world problems, this tool gives you accurate results instantly.
βοΈ How to Use the Pythagorean Theorem Calculator
You can use this calculator in just three easy steps.
- First, enter the two known sides of the triangle.
- Next, choose whether you’re solving for the hypotenuse or a leg.
- Finally, click βCalculateβ and get your result instantly.
The tool uses the classic formula: aΒ² + bΒ² = cΒ². You can enter whole numbers or decimals, and the missing side will be calculated immediately.
π What Is the Pythagorean Theorem?
The Pythagorean Theorem is a foundational concept in geometry. It relates the lengths of the three sides of a right triangle: the two legs and the hypotenuse. The formula β aΒ² + bΒ² = cΒ² β helps you calculate one missing side if the other two are known.
Named after the ancient Greek mathematician Pythagoras, this formula is used everywhere from school math classes to real-world problems in architecture, navigation, and engineering.
π‘ Real-World Uses for the Pythagorean Theorem
There are many practical uses for this formula. For example:
- Measuring the diagonal of a TV or computer monitor
- Calculating ladder height needed against a wall
- Solving roof pitch or slope problems in construction
- Determining the shortest path between two points
Because this calculator eliminates manual math, it’s perfect for professionals and students alike.
π Related Tools
- Hypotenuse Calculator β Instantly find the longest side of any right triangle.
- Area of a Triangle Calculator β Calculate triangle area using base/height or side lengths.
- Explore more tools β Browse our complete collection of free calculators and converters.
If you’re working with right triangles, this Pythagorean Theorem Calculator will help you get fast, accurate results β no formulas needed.