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#04 Shortcut method to find Particular integral of PDE | solve PDE (D^2-2DD'+D'^2)z=sin(2x+3y)

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In this video lecture we are discussed basic concept of to find particular integral of linear partial differential equation with constant coefficients using shortcut method.
this video helpful to CSIR NET/GATE/IITJAM/BARC/NPTEL/TIFR students.this is also helpful to under graduate and post graduate science students .
this is also helpful to B.Sc./M.Sc./Engineering students.
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Shortcut method to find Particular integral of partial differential Equation | PI of PDE
linear partial differential equation with constant coefficients ,

solve of the following partial differential equation:
1. (D^2+3DD'+2D'^2)z=x+y
2.(D^22DD'+D'^2)z=sin(2x+3y)
3.(2D^25DD'+2D'^2)z=5 sin (2x+y)
4.(D^25DD'+4D'^2)z=sin (4x+y)
HW
5.(D^2D'^2)z=xy
6.(D^22DD'+D'^2)z=e^(x+2y)

find particular integral of linear partial DE with constant coefficients,
find PI of linear partial DE with constant coefficients,
find CF of linear partial DE with constant coefficients,
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PI of LPDE,
CF of pde with constant coefficients,
CF AND PI OF partial differential equation in hindi ,
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pde of higher mathematics,
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posted by francais1ulsab2