Powers and roots from one pair of inputs

Raise a base to any power and read its nth root from the same two inputs: 2^10 is 1024, and the 3rd root of 27 is exactly 3. The root is computed as the base raised to 1 ÷ n, so squares, cubes, and fractional roots all work — the page shows both answers together because most problems need the pair.

Enter the base and the exponent; the root output automatically shows base^(1÷n). Use powers for compounding and area/volume scaling, roots to reverse them (which side gives area 144? √144 = 12). Negative and fractional exponents follow the usual rules — a negative exponent reciprocates (2^−1 = 0.5).

It returns real results only: even roots of negatives live in complex numbers and are not covered. For logarithms, equation solving, or symbolic exponents, use a full scientific tool.

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