The square root of m6 can be determined by utilizing the properties of exponents in algebra. When you take the square root of a variable raised to an exponent, you apply the rule that states:
√(an) = an/2
In your case, you have m6. So, applying the rule:
√(m6) = m6/2 = m3
Thus, the square root of m6 is m3.
This means that if you multiply m3 by itself, you will get back m6:
m3 × m3 = m3+3 = m6
In summary, the square root of m6 is simply m3, showcasing how exponent rules work seamlessly in algebra.