Integrate with respect x
dzdx=siny×x+c1\frac{dz}{dx}=siny \times x + c_1dxdz=siny×x+c1
dz=siny×xdx+c1dxdz = siny \times xdx +c_1dxdz=siny×xdx+c1dx
Again integrate
z=sinyx22+c1x+cz = siny\frac{x^2}{2} +c_1x+cz=siny2x2+c1x+c
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