若log(2)3*log(3)4*...*log(31)32=M,则M的值为
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若log(2)3*log(3)4*...*log(31)32=M,则M的值为若log(2)3*log(3)4*...*log(31)32=M,则M的值为若log(2)3*log(3)4*...*log
若log(2)3*log(3)4*...*log(31)32=M,则M的值为
若log(2)3*log(3)4*...*log(31)32=M,则M的值为
若log(2)3*log(3)4*...*log(31)32=M,则M的值为
换底公式 答案是5
log(2)3*log(3)4*...*log(31)32=(lg3/lg2)(lg4/lg3)......(lg32/lg31)=lg32/lg2=log2(32)=5
所以，M=5
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