Question

If a integer greater than four is raised to one half power, we are finding..

-the cube root of the number
-the square root of the number
-the opposite of the number
-the number divided by two

Answer 1

anything raised to the (1/2) power is a square root. (1/3) power is a cube root. (1/17) power is the seventeenth root. whenever you raise something to 1 over a number, the number beneath the 1 becomes the index of your radical (aka the little number above the square root line).

Answer 2

Answer: the square root of the number

Step-by-step explanation:

To find the square root of a number we raise the power of the number to be One-half.

The given statement is "If a integer greater than four is raised to one half power"

which is equivalent to the expression $a^{\frac{1}{2}}$, where 'a' is any integer and a>4.

Therefore, the given statement is written to find the square root of the number .