![SOLVED: Compute {(10 marks} (-8i)f 2 Find all the values of {10 marks} 3 Derive the Cauchy Riemann equations polar coordinates u(xy)=x-y u(xy) whose real part is Proof is harmonic For an SOLVED: Compute {(10 marks} (-8i)f 2 Find all the values of {10 marks} 3 Derive the Cauchy Riemann equations polar coordinates u(xy)=x-y u(xy) whose real part is Proof is harmonic For an](https://cdn.numerade.com/ask_images/da06fb39281346c584aa455ed37a59e4.jpg)
SOLVED: Compute {(10 marks} (-8i)f 2 Find all the values of {10 marks} 3 Derive the Cauchy Riemann equations polar coordinates u(xy)=x-y u(xy) whose real part is Proof is harmonic For an
![SOLVED: 2 Derive the Cauchy-Riemann equations in polar coordinates. If w(z) = u + iv is analytic, determine the following a) v when 1 U = sin 20 , r2 b) u SOLVED: 2 Derive the Cauchy-Riemann equations in polar coordinates. If w(z) = u + iv is analytic, determine the following a) v when 1 U = sin 20 , r2 b) u](https://cdn.numerade.com/ask_images/1d32c41e85a44a5998114d228f221e7b.jpg)
SOLVED: 2 Derive the Cauchy-Riemann equations in polar coordinates. If w(z) = u + iv is analytic, determine the following a) v when 1 U = sin 20 , r2 b) u
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