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In this video I will start with the general form the 2nd order differential equation, assume A, B, C=constant and D=E=F=R=0, and look for a solution in the form of u(x,y)=f(p) where p=p(x,y). (Part 2)

Next video in this series can be seen at:
https://youtu.be/CgjAcaFR_Sc