- #1

thayin

- 4

- 0

Let γ be a piecewise smooth curve from -1 to 1, and let

A=∫

_{γ}a(x

^{2}-y

^{2}) + 2bxy dz

B=∫

_{γ}2axy - b(x

^{2}-y

^{2}) dz

Prove A + Bi = (2/3)(a-bi)

In the past anything like this defined γ and I would find a parametric definition of the function γ and integrate. This seems like a completely different animal.

Does anyone have any ideas as to how to bet this one rolling?