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A=maxx∈R(log23)sinx,B=maxx∈R(log32)sinx A = \max_{x \in \mathbb{R}} \left( \log_2 3 \right)^{\sin x }, \qquad B = \max_{x \in \mathbb{R}} \left( \log_3 2 \right)^{\sin x }A=x∈Rmax(log23)sinx,B=x∈Rmax(log32)sinx
Which is larger, AAA or B?B?B?
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