SOLUTION: Given the function w=z^4. a) show that the Rauchy Riemann equation hold at all point in the finite z plane b) prove that u and v are harmonic function please I want some expla

Algebra ->  Complex Numbers Imaginary Numbers Solvers and Lesson -> SOLUTION: Given the function w=z^4. a) show that the Rauchy Riemann equation hold at all point in the finite z plane b) prove that u and v are harmonic function please I want some expla      Log On


   

Question 1104083: Given the function w=z^4.
a) show that the Rauchy Riemann equation hold at all point in the finite z plane
b) prove that u and v are harmonic function
please I want some explanation in the answer
thank you very much..
Answer by richwmiller(17219) About Me  (Show Source):
You can put this solution on YOUR website!
I already told you that there is no such thing as Rauchy Riemann equation. Try Cauchy Riemann equation. If you can't get that correct, then what else did you copy wrong?