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数学
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函数y=arctan(1+x^2)求dy/dx
急
人气:383 ℃ 时间:2019-10-09 07:23:05
解答
dy/dx=1/[1+(1+x^2)]*2x
刚考过导数表示非常苦逼.
哎我还是讲清楚点这是复合函数,把它拆成
y=arctanu u=1+x^2
再分别求导数·= =dy/dx=[arctan(1+x^2)]' * (1+x^2)' =1/[1+(1+x^2)^2]*2x 直接写也没关系。。不用算出来喂喂怎么不来帮我考试啊!!
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