The square root of m6 is expressed as √(m6). To simplify this expression, we can break it down further. The square root of a product can be separated into the product of the square roots. Therefore, we can rewrite it as:
√(m6) = √(m * m * m * m * m * m) = √(m6) = m3
So, the square root of m6 simplifies to m cubed, or m raised to the power of 3.