Hi there, I have a question to answer which reads
"By factoring the differential operator, or otherwise, obtain the general solution of the following equation:
u_xx + u_xy - 2u_yy + 3u_x + 2u_y + 2u = 0", where u_xx means the second deriv of u with respect to x, or d^2u/dx^2 etc.
Can anyone explain how I go about factoring this? I've tried pretending the diff operator is a polynomial but I can't factor it at all. I'm assuming that since the question suggests factoring that it is actually possible.
Thanks,
2007-08-01
15:55:01
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1 answers
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asked by
Anonymous