Cauchy's Conundrums

Calculus Level 4

Let \(C\) be a contour defined by the function \(\gamma : \left [ 0, 1 \right ] \rightarrow \mathbb{C}, \gamma(t) = e^{4\pi i t} + e^{8\pi i t}\)

Then evaluate \(\LARGE{\oint_\gamma z^{3}} \, dz\).

×

Problem Loading...

Note Loading...

Set Loading...