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(cosα)^2=1/(1+(tanα)^2)
有没有这个公式,怎么来的?
人气:187 ℃ 时间:2020-06-09 18:07:49
解答
α是第三象限角cosα01+(tanα)^2=1+(sinα)^2/(cosα)^2=[(cosα)^2+(sinα)^2]/(cosα)^2=1/(cosα)^21/(cosα)^2-1=[1-(cosα)^2]/(cosα)^2=(sinα)^2/(cosα)^2=(tanα)^2∴原式1/(cosα×√(1+(tanα)^2))+2t...
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