Solve quasi linear pde x(y^2-z^2 )p+y(z^2-x^2 )q=z(x^2-y^2 )

Question : Solve quasi linear pde x(y^2-z^2 )p+y(z^2-x^2 )q=z(x^2-y^2 ) Solution : Given quasi linear pde\[x\left(y^2-z^2\right)p+y\left(z^2-x^2\right)q=z\left(x^2-y^2\right)\]Comparing from standard equation of quasi linear pde P(x,y,z)p+Q(x,y,z)q=R(x,y,z) Where p, q are partial derivative of z with respect to x and y respectively.\[=>P=x\left(y^2-z^2\right)\ ,\…

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