10)Find the complete integral of the PDE yq+3xp=2(z-y²p²).
∫3px−2z−2p2y2+qy)dx\int3px-2z-2p^2y^2+qy)dx∫3px−2z−2p2y2+qy)dx
=3px2/2+(−2z+2p2y2+qy)x+C3px^2/2+(-2z+2p^2y^2+qy)x+C3px2/2+(−2z+2p2y2+qy)x+C
3px2/2+(−2zx+2p2y2x+qyx)+C3px^2/2+(-2zx+2p^2y^2x+qyx)+C3px2/2+(−2zx+2p2y2x+qyx)+C
simplify and rewrite
3(px−4z+4p2y2+2qy)2+C\frac{3(px-4z+4p^2y^2+2qy)}{2}+C23(px−4z+4p2y2+2qy)+C answer
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