19.5. Prove the following identities for differentiation by finding the real and imaginary parts of the functionu(r, y) and v(x, y)-and differentiat- ing them: df dg df dz f'(z)g(z) – g'(z)f(z) g(2)]2...


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19.5. Prove the following identities for differentiation by finding the real<br>and imaginary parts of the functionu(r, y) and v(x, y)-and differentiat-<br>ing them:<br>df<br>dg<br>df<br>dz<br>f'(z)g(z) – g'(z)f(z)<br>g(2)]2<br>(a) 부(+9)=a<br>dg<br>(b) 는(f9)=D9+ f군<br>g+f.<br>dz<br>dz<br>dz<br>dz<br>(c)<br>where g(z) # 0.<br>(6)<br>

Extracted text: 19.5. Prove the following identities for differentiation by finding the real and imaginary parts of the functionu(r, y) and v(x, y)-and differentiat- ing them: df dg df dz f'(z)g(z) – g'(z)f(z) g(2)]2 (a) 부(+9)=a dg (b) 는(f9)=D9+ f군 g+f. dz dz dz dz (c) where g(z) # 0. (6)

Jun 04, 2022
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