#08 method of mulitipliers for lagrange method Pp+Qq+R | solve pde (y+zx)p-(x+yz)q+y^2-x^2=0

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In this video we are discussed basic concept of Lagrange Method .this video helpful to CSIR NET | GATE | IIT JAM students. this also helpful to B.Sc. and M.Sc. students.
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Lagrange PDE of first order in Hindi
LAGRANGE PDE OF FIRST ORDER: TYPE-3
dx/P=dy/Q=dz/R=(P1 dx+Q1 dy+R1 dz)/(P1 P+Q1 Q+R1 R)
Solve of the following
1.(mz-ny)p+(nx-lz)q=(ly-mx)
2.x(y^2+z)p-y(x^2+z)=z(x^2-y^2)
3.(y+zx)p-(x+yz)q+y^2-x^2=0
4.x(y-z)p+y(z-x)q=z(x-y)
5.x(y^2-z^2 )p+y(z^2-x^2 )=z(x^2-y^2)

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