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(Solved): Please show the detailed solution on how to get the value of g(w) when |w| >3. 3. Let C be the ...



3. Let \( C \) be the circle \( |z|=3 \), described in the positive sense. Show that if
\[
g(w)=\int_{C} \frac{2 z^{2}-z-2}{z

Please show the detailed solution on how to get the value of g(w) when |w| >3.

3. Let be the circle , described in the positive sense. Show that if then . What is the value of when ?


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Provided that, C be a circle |z|=3 which is in the positive sense.The objective is to show that if g(?)=?C2z2?z?2z??dz, |?|?3 then g(2)=8?i and to fin
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