If logx1/[sub]2[/sub]64 = 3, find the value of x
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Correct Answer: Option B
Explanation:
If logx1/[sub]2[/sub]64 = 3
(X 1/2)3 = 64
(X 1/2)3 = 4 3
X 1/2 = 4
X = 42
X = 16
If logx1/[sub]2[/sub]64 = 3
(X 1/2)3 = 64
(X 1/2)3 = 4 3
X 1/2 = 4
X = 42
X = 16