Scientific Calculator · Practical guide

How to Do Exponents on a Scientific Calculator

Every power, square, and root runs through one key: xʸ. Type base, xʸ, exponent, equals — here is how each case works.

At a glance

The Short Answer

Enter the base, press the xʸ key, enter the exponent, and press =. On the calculator above, typing 2^10 returns 1024.000000, and squaring works the same way: 5^2 returns 25.000000. There is no dedicated x² key — the power key handles it all.

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Enter your own values, then compare the result with the examples below.

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Squares, Cubes, and Higher Powers

The xʸ key raises any base to any exponent, so the common cases are just special instances:

You TypeDisplayedMeaning
5^225.0000005 squared
3^481.0000003 × 3 × 3 × 3
2^101024.0000002 multiplied by itself 10 times
10^61000000.000000one million

Roots Are Just Fractional Powers

Any root can be written as a power of 1/n, so the power key covers roots too. The square root of 144 is 144^0.5 = 12, and the cube root of 8 is 8^(1/3), which displays 2.000000. Use parentheses around the fraction so the division happens before the exponent — 8^1/3 without them parses differently. For plain square roots the dedicated √ key is faster: sqrt(2) displays 1.414214.

Negative and Decimal Exponents

A negative exponent flips the base into the denominator: 2^(-3) = 1/8 = 0.125000. A decimal exponent mixes the two ideas — 4^1.5 is 4 × √4 = 8. Powers also obey the order of operations, so 2 + 3^2 evaluates to 11 while (2 + 3)^2 gives 25. When in doubt, add parentheses; they are never wrong, only sometimes unnecessary.

Frequently Asked Questions

Where is the exponent key on this calculator?

It is the xʸ button in the third row, between the √ and % keys. Pressing it inserts a caret (^) into your expression.

How do I square a number quickly?

Type the number, press xʸ, then 2, then =. For example, 9^2 displays 81.000000. There is no separate x² key.

Can I compute very large powers like 2^100?

Yes. The display prints the full number rather than abbreviating it into exponent form, so 2^100 appears as all 31 digits: 1267650600228229401496703205376.

Why did 8^1/3 give the wrong answer?

Without parentheses the calculator applies the exponent 1 first, then divides by 3. Type 8^(1/3) so the fraction evaluates as one exponent, returning 2.000000.