Y=cosX^2 求dy

问题描述:

Y=cosX^2 求dy

dy=dcos(x^2)
dy=2x[-sin(x^2)]dx
dy=-2xsin(x^2)dx

dy=dcos(x²)
=-sin(x²)dx²
=-sin(x²)*2xdx
=-2xsin(x²)dx