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Line Integral and Complex Form of Green's Theorem : Compute ∫r+ (bar-z + z^2 bar-z) dz where gamma+ is a square with side = 4, centered at the origin and traced counterclockwise once

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Compute ∫r+ (bar-z + z^2 bar-z) dz where gamma+ is a square with side = 4, centered at the origin and traced counterclockwise once
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A line integral of a square is calculated using the complex form of Green's theorem. The solution is detailed and well presented. The response received a rating of "5/5" from the student who originally posted the question.

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