Power of two
2^8256
Use this free exponent calculator to raise a base to a power and see the result, scientific notation, zero exponent rules, negative exponent reciprocal steps, fraction exponent notes, examples, copy, and tab-only history.

Recent exponent answers will appear here.
Use whole numbers, decimals, or simple fractions like 1/2 in the exponent box.
Negative bases work with whole-number exponents only in this calculator.
Calculate squares, cubes, powers of 10, and larger powers.
Check zero exponent, first-power, and negative exponent homework problems.
Turn negative exponents into reciprocal steps such as 5^-3 = 1 / 5^3.
Use simple fraction exponents such as 1/2 or 3/2 for root-style calculations.
Compare normal notation with scientific notation for very large or very small powers.
Copy exponent answers and compare recent calculations while studying in one tab.
256
1,000,000, shown as 1e+6 in scientific notation
1 because any nonzero base to the power of 0 equals 1
0.008 because 5^-3 means 1 / 5^3
9 because exponent 1/2 works like a square root
4 because 0.5 is another way to enter 1/2
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Quick answers about powers, negative exponents, zero exponents, fraction exponents, and privacy.
An exponent tells how many times to use the base as a factor. For example, 2^4 means 2 x 2 x 2 x 2, which equals 16.
Yes. A negative exponent is shown as a reciprocal. For example, 5^-3 means 1 / 5^3, which equals 0.008.
The main inputs are the numbers, operation, mode, or known values the calculator needs. Keep units consistent, enter percentages the way the page label shows, and use the examples as a quick check before trusting the answer.
Read the headline answer, then check the supporting lines and examples to understand how the calculator got there. If one input changes, rerun the tool and compare the new answer instead of guessing.
Check units, signs, rounding, and the selected mode before copying the answer. If the number feels weird, rerun one of the examples first, then put your own values back in slowly.
Any nonzero base raised to the power of 0 equals 1. The calculator will show this rule in the steps.
A base raised to the power of 1 stays the same. For example, 7^1 equals 7.
Yes. You can enter simple fraction exponents such as 1/2 or 3/2. Fractional exponents can represent roots and powers.
Yes. Decimal exponents are allowed when the result is a real number. For example, 16^0.5 returns 4 because 0.5 is the same as 1/2.
Negative bases with non-whole-number exponents can lead to complex numbers. This calculator focuses on real-number results, so negative bases need whole-number exponents.
No. A negative exponent means a reciprocal, and 0 with a negative exponent would divide by zero.
This calculator treats 0^0 as indeterminate instead of forcing one answer. Check your class, software, or math context if that special case appears.
Yes. The result card shows the normal result and a scientific-notation version, which is useful for very large or very small powers.
Use a negative base only when the whole base should be negative. In written math, (-3)^2 and -3^2 are usually different expressions, so check the notation before entering the base.
If a power is outside the calculator range, the page asks you to check the inputs. Use scientific notation or a specialized high-precision tool for extreme powers.
Yes. Recent exponent calculations stay only in the current browser tab while you use the page. They are not sent to a server.