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证明:(sinX*tanX)/(tanX-sinX)=(tanX+sinX)/(tanX*sinX)
人气:133 ℃ 时间:2020-02-04 05:45:08
解答
1-cos ^2x=sin^2x 方程两边同时乘以sinx^2/cosx^2 sin^2x/cos^2x - sin^2x =sin^2x sin^2x/cos^2x tan^2x -sin^2x =sin^2 x tan^2 x (tanx-sinx)(tanx+sinx)=(sinx tanx) (sinx tanx) 两边分别除以sinxtanx/(tanx+si...
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