Question

What is the square root of m6?

m2
m3
m4
m

Answer 1

the sq root of m6 is m3

Explanation:

The square root of m6 = √ (m6) = (m6)1/2

= m[6 × (1/2)] → multiplying exponents

= m3

Answer 2

m^(3)

Explanation:

To find the square root of
`m^(6)`, you can use the rule that the square root of
`x^(n)` is equal to
`x^(n/2)`.

In this case, x = m and n = 6, so the square root of
`m^(6)` is equal to
`m^(6/2)` =
`m^(3)`. This means that the square root of
`m^(x)` is
`m^(3)`.