The simplified form of the expression is given as a⁴/b⁴
Multiplying rational expressions
Fractions are expression written as the ratio of two integers. For instance a/b is a fraction.
Given the expression below;
(a^2/b^2) (a/b)²
From the expression we can see that
(a^2/b^2) is the numerator and (a/b)² is the denominator
Multiply to have'
(a²/b²) * (a/b)² = (a²/b²) * (a²/b²)
Multiply both numerator and denominator together to have;
(a²/b²) * (a²/b²) = a⁴/b⁴
Hence the simplified form of the expression is given as a⁴/b⁴
Learn more on fractions here: https://brainly.com/question/78672
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