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求证sin2α/(sinα-cosα)-(sinα+cosα)/(tan2-1)=sinα+cosα
(1)sin2α/(sinα-cosα)-(sinα+cosα)/(tan2-1)=sinα+cosα(2)(2-cos2α)×(2+tan2α)=(1+2tan2α)×(2-sin2α)
人气:305 ℃ 时间:2020-06-18 22:08:39
解答
(1)sin2α/(sinα-cosα)-(sinα+cosα)/(tan2-1)=sin2α/(sinα-cosα)-cos2α/(sinα-cosα)=(sin2α-cos2α)/(sinα-cosα)=sinα+cosα(2)左边-右边=(1+sin2α)(2+tan2α)-(1+2tan2α)(2-sin2α)=(2...
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