If (ab)^m is represented, what is it equal to?

When considering the expression ((ab)^m), it is crucial to apply the properties of exponents correctly. According to these properties, when we have a product raised to an exponent, the exponent can be distributed to both factors in the product.

This means that ((ab)^m) can be rewritten as (a^m \cdot b^m). Each factor within the parentheses is raised to the m-th power, resulting in the multiplication of (a^m) and (b^m). This is a fundamental property of exponents that allows for this distribution.

Therefore, ((ab)^m) equals (a^m \cdot b^m), confirming that the correct answer is indeed the option that reflects this property by expressing the product of the two terms raised to the same exponent.