求:y=cos(x-2)的导数
人气:260 ℃ 时间:2020-03-27 20:32:42
解答
设复合函数f(x)=cosu,u=x-2,分别对f(X)和u取导数,所以f’(x)=-sinu,u’=1,然后将f’(x)与u’相乘,就得到其导数为:f’(x)=-sin(x-2)
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