f(x,y)=2xsec(x2)+3x2+yx2f(x,y)=2xsec(x^2)+3x^2+yx^2f(x,y)=2xsec(x2)+3x2+yx2
∂f(x,y)∂x=2xsin(x2)cos2(x2)+x(6+2y)\frac{\partial f(x,y)}{\partial x}=2x\frac{sin(x^2)}{cos^2(x^2)}+x(6+2y)∂x∂f(x,y)=2xcos2(x2)sin(x2)+x(6+2y)
∂f(x,y)∂y=x2\frac{\partial f(x,y)}{\partial y}=x^2∂y∂f(x,y)=x2
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