Recall that we can rewrite radicals as fractional exponents. For example, Va = xi a) Rewrite the expression Va as a fractional exponent. b) How would we simplify the expression (2*)*? O Add the exponents: (2*)i = 2³+ O Multiply the exponents: (x³)* = 23 O Subtract exponents: (2*)i = 2³-4 O You cannot simplify this expression. C) Rewrite the expression Va as a fractional exponent. d) Does the order in which we perform multiplication matter? 1 O Yes, the order matters. For example, 3 · 1 O No, the order does not matter. For example, 3 - 4 e) Rewrite the expression (Va)° as a fractional exponent. f) True or False: ýæ³ = (Va)° O True O False Explain your reasoning. Why is this true or false?

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