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Here's the question you clicked on:
adnanchowdhury
Solve the following equation: \[4e^{2x}-12e^{-2x} > 0\]
\[4e ^{-2x}(e ^{4x}-3)>0\] The first factor is always positive. The second factor is positive if \[x >\frac{\ln 3}{4}\]
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