Differential Equation - 1st Order Linear: Variation of Parameters (1 of 4) Theory

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In this video I will explain the theory of the solution to 1st order-linear-non-homogenous differential equations with variation of parameters.

Next video in the Exact Differential series can be seen at:
  1. Michel van Biezen
  2. ilectureonline
  3. ilectureonline.com
  4. Mike
  5. Mike van Biezen
  6. van Biezen
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Комментарии
Автор

short and precise as always...thank you Sir

simbiraimunashelmberi
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Your Video is really great. can i download those all?, so i can watch them all even thought there is no internet connection

giffarikhoirurizal
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It is not clear to me why the solutoin to the nonhomogeneous form must be u(x).v(x).

mathswithgarry
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how can y=u(x)v(x) be the solution? shouldn't it be y=e^-h[|e^hR dx +C] ?

lionking
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Hello sir thank you so much for the videos. Sorry for asking this but I where does the e^-integral f(x) dx come from? I couldn't find the video explaining it

apo
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and the constant of the general solution v(x) ? does not matter?

jorgecaballero