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(Solved): Let C denote the line segment from z=i to z=1. Show that Cz4dz ...



Let \( \mathcal{C} \) denote the line segment from \( z=i \) to \( z=1 \). Show that
\[
\left|\int_{\mathcal{C}} \frac{d z}{z???????

Let denote the line segment from to . Show that Let denote the upper half of the circle , where . Show that Let denote the upper half of the circle , where . Show that


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1) solution Bounds on Contour Integrals: Suppose that f(z)is a complex function, and C is a contour in the complex plane. Let the length of C be L .
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