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证明2/(tanα-cotα)=sin2α/{(2sin^2)α-1}
人气:173 ℃ 时间:2020-05-04 12:13:16
解答
用逆推法证明:2/(tanα-cotα)=sin2α/{(2sin^2)α-1}2/(sina/cosa-cosa/sina)=2sinacosa/(-cos2a)1/[(sin²a-cos²a)/(sinacosa)]=sinacosa/(-cos2a)sinacosa/(-cos2a)=sinacosa/(-cos2a)恒成立以上各步可...
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