Question: Let's simplify: (x) / (36y) Assume x, y 0 so square roots are principal. 1) (x) = x 2) (36y) = (36)(y) = 6(yy) =

Let's simplify: (x) / (36y) Assume x, y 0 so square roots are principal. 1) (x) = x 2) (36y) = (36)(y) = 6(yy) = 6yy So the fraction becomes: x / (6yy) Rationalize the denominator (optional): x / (6yy) y/y = xy / (6yy) = xy / (6y) Answers: - Simplified radical form: x/(6yy) - With rationalized denominator: xy/(6y)

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