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Homework Statement
Let S be the part of the spiral ( given in polars ) r = eθ which is inside the square with vertices [±1, ±1]. Prove that C(S) = 0.
Homework Equations
I know that [itex]C(S) = inf \left\{{\sum A_k}\right\}[/itex] where Ak is the area of the rectangle Rk
The Attempt at a Solution
I'm not really sure how to start this one. I drew my square with center (0,0) on my plane and observed that I wanted to show anything outside the square is zero.
Any help would be appreciated.