求y=f(sin x^2)+f(cos x^2)的导数
问题描述:
求y=f(sin x^2)+f(cos x^2)的导数
答
y'=f'(sinx^2)*cosx^2*2x-f'(cosx^2)*sinx^2*2x
求y=f(sin x^2)+f(cos x^2)的导数
y'=f'(sinx^2)*cosx^2*2x-f'(cosx^2)*sinx^2*2x