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14. Method of multipliers| Lagrange's Equation| Pp + Qq = R|| Quasi linear PDE #Differentialequation
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14. Method of multipliers| Lagrange's Equation| Pp + Qq = R|| Quasi linear PDE #Differentialequation
Radhe Radhe
In this video, Lagrange's equations Pp + Qq = R are solved by the method of multipliers. In this method, the set of multipliers l, m, n are chosen so that lP + mQ + nR =0. This gives one independent solutions for PDE. Another independent solution is obtained by again applying method of multiplier's or grouping method.
The videos to find the solution of homogeneous and non-homogeneous linear partial differential equations and Charpit's method have also been uploaded in the playlist of partial differential equations. The link of the playlist is given below:
I am sure that all visitors will be benefitted by the content of this video.
Wish you all the best !
Like, Share and Subscribe
Thanks
#nonlinear #differentialequation #partialdifferentialequation #engineeringmathematics #lagrangetheorem #quasilinearequation
Radhe Radhe
In this video, Lagrange's equations Pp + Qq = R are solved by the method of multipliers. In this method, the set of multipliers l, m, n are chosen so that lP + mQ + nR =0. This gives one independent solutions for PDE. Another independent solution is obtained by again applying method of multiplier's or grouping method.
The videos to find the solution of homogeneous and non-homogeneous linear partial differential equations and Charpit's method have also been uploaded in the playlist of partial differential equations. The link of the playlist is given below:
I am sure that all visitors will be benefitted by the content of this video.
Wish you all the best !
Like, Share and Subscribe
Thanks
#nonlinear #differentialequation #partialdifferentialequation #engineeringmathematics #lagrangetheorem #quasilinearequation
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