2^log4(3)

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2^log4(3)2^log4(3)2^log4(3)log4(底)3=log2(3)/log2(4)=(1/2)log2(3)=log2(底)√3则2^log4(3)=√32^log4(底)3-2=

2^log4(3)
2^log4(3)

2^log4(3)
log4(底)3=log2(3)/log2(4)=(1/2)log2(3) =log2(底)√3

2^log4(3)=√3

2^log4(底)3-2
=2^log4(底)3 ÷2^2
=2^log2(底)√3 ÷2^2
=√3/4