设F(x)可导,y=f(x^2),则dy/dx=?
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设F(x)可导,y=f(x^2),则dy/dx=?设F(x)可导,y=f(x^2),则dy/dx=?设F(x)可导,y=f(x^2),则dy/dx=?根据复合函数求导法则dy/dx=[f(x^2)]''
设F(x)可导,y=f(x^2),则dy/dx=?
设F(x)可导,y=f(x^2),则dy/dx=?
设F(x)可导,y=f(x^2),则dy/dx=?
根据复合函数求导法则
dy/dx = [f(x^2)]' =f'(x^2) *(x^2)' = 2xf'(x)
你好!
dy/dx = [f(x^2)]' =f'(x^2) *(x^2)' = 2xf'(x)
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