The general integral of the partial differential equation is:

y2p – xyq = x(z – 2y) 

1
ϕ(x2 + y2, y2 - yz) = 0
2
ϕ(x2 – y2, y2 + yz) = 0
3
ϕ(xy, yz) = 0
4
ϕ(x + y, In x - z) = 0
5
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