SOLUTION: (log2 x )^2 - log2 x^2 > 0
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Question 719777
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(log2 x )^2 - log2 x^2 > 0
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(log2 x )^2 - log2 x^2 > 0
(log2 x )^2 - 2log2 x > 0
log2(x)(log2(x))-2)>0
log2(x)>0
x>0
or
log2(x)-2>0
log2(x)>2
x>4