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(lg2/lg3+lg2/2lg3)*(lg3/2lg2+lg3/3lg2)=?
人气:442 ℃ 时间:2020-10-01 17:47:45
解答
(lg2/lg3+lg2/2lg3)*(lg3/2lg2+lg3/3lg2)
=[(2lg2+lg2)/2lg3][(3lg3+2lg3)/lg2)
=(3lg2/2lg3)(5lg3/6lg2)
=3/2x5/6
=5/43/2x5/6?帮帮忙吧,都忘光了,谢谢。3/2x5/6=(3x5)÷(2x6)=5/4
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