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Mathematics
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consider y=16^log2 x, given that both x and y are positive Real numbers
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\[y=(2^4)^{\log_2(x)}\]?
same as \[y=2^{4\log_2(x)}=2^{\log_2(x^4)}=x^4\]
The options are: a) sqrt y b) 4th root of y c) (4th root of y)/2 d) 4y e) 2y
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