I'm really struggling with this inequality. It seems I should solve it using logarithms but have no idea how to it specifically. Can you help me with that? $(2^x)*(3^{1/x})>6$
2026-04-01 11:15:44.1775042144
How to solve this exponential inequality
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1
HINT
Take log both side and observe that log is strictly increasing, then
$$\iff x\log 2 + \frac1x \log 3 > \log 6$$
Can you proceed from here?