Module 1 : A Crash Course in Vectors
Lecture 5 : Curl of a Vector - Stoke's Theorem
  Example 21 :
  Verify Stoke's theorem for $\vec F = x^2\hat\imath + 2x\hat\jmath + z^2\hat k$ for the rectangle shown below, defined by sides $x=0, y=0, x=1$ and $y=1$.

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