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The power of 1/2 or 0.5

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Q: What power is the same as square roots?
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Related questions

How are square roots related to exponents?

A square root is a number raised to the exponent (power) 1/2.


How are square roots and perfect squares the same?

They are not.


Can anyone simplify the square root of 6 times 4square roots of 6?

Sure. the square root of 6 times 4 square roots of 6 is the same as the square root of 6 to the power of five which can be reduced to 6 squared times the square root of 6. The resulting answer is 36 root 6.


What is the square root of x to the 8th power?

The square roots of x8 are x4 and -x4 .x4 is the square root of x8


What do you think is true of the square roots of a complex number?

I posted an answer about cube roots of complex numbers. The same info can be applied to square roots. (see related links)


How many square roots does 7 have?

Every number has two square roots. They're the same size, but one is positive and the other is negative.


What is the computer symbol for square roots and power exponents?

Exponents are usually written like this: 3^2 means "3 to the second power". Square roots are often written with sqrt in front, such as as sqrt(5)


What are the square root of 21?

The square roots of 21 are 4.5826 (rounded) and the negative of the same number.


What is the square root of 11449?

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If the sum of the roots of x to the power of 3 minus x to the power of 2 minus 2x plus 2 equals 0 is zero find all the roots?

1 and the positive and negative square roots of 2


Do Positive numbers have negative square roots?

Every positive number has two square roots. Their absolute values are the same. One is positive and the other is negative.


What is negative i raised to the one half power?

There are two square roots of i: (-1/square root 2)(1+i) and (1/square root 2)(1+i) so these are i to the one half power. Now to find -i to the one half power, multiply either of these by i, since i2 is -1. So (-i/square root 2)(1+i) and (i/square root 2)(1+i) are the square roots of -i. Verify this by direct multiplication.