Exponent Calculator
Raise any number to any power, instantly.
How to use
- 1 Type the base number.
- 2 Type the exponent (it can be negative or a decimal).
- 3 Read the result and full expression below.
- 4 Copy the result with one click if you need it elsewhere.
About Exponent Calculator
Raising a number to a power — multiplying it by itself a given number of times — is one of the most common operations in maths, science and finance, and this calculator does it instantly.
Enter a base and an exponent and you get the result the moment you type, along with the full expression written out so it is easy to read, check and copy.
It handles far more than simple whole-number powers: a negative exponent gives a reciprocal (2 to the power of -2 is 0.25), a fractional exponent computes a root (9 to the power of 0.5 is 3), and a negative base with a whole exponent works correctly (-2 cubed is -8).
The calculator also handles the tricky edge cases cleanly rather than showing a confusing NaN or Infinity.
Zero to the power of zero is treated as 1, following the standard combinatorial convention.
Zero raised to a negative power is flagged as undefined because it implies dividing by zero, and a negative base with a fractional exponent is reported as having no real result, since those roots are complex numbers.
If a result grows past the largest value a browser can represent, you get a clear overflow message instead of a silent Infinity.
Everything is computed locally in your browser using standard double-precision arithmetic, so nothing is uploaded and the tool works offline.
It is handy for homework, quick engineering checks, compound-growth estimates and anywhere you need a fast, trustworthy power.
FAQ
What does this tool say 0 to the power of 0 is?
It returns 1, following the common combinatorial convention used in algebra and computer science. This keeps formulas like the binomial theorem consistent.
Can I use a fractional or negative exponent?
Yes. A fractional exponent computes a root (for example 27^(1/3) = 3) and a negative exponent computes a reciprocal (for example 5^-1 = 0.2).
Why does a negative base with a decimal exponent show an error?
Such powers, like (-8)^0.5, have no real-number value — they are complex numbers — so the calculator reports it rather than returning NaN.