what is multiplicative inverse of (64)23 * (1/4)-3
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Answer:
(4)^[-5]
Step-by-step explanation:
Law of exponent – (a)^[-m] = (1/a)^m
(64)^[⅔] × (1/4)^[-3]
= (4³)^[⅔] × (4)^3
= (4)^2 × (4)^3
= (4)^5
Multiplicative inverse of (4)^5 = (4)^[-5]
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