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@ -44,7 +44,8 @@ The $defint$ integrand is $f{*}r$ because $r\,dr\,d\theta=dx\,dy$.
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\medskip
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\noindent
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Now let us try computing the line integral and see if we get the same result.
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Now let us try computing the line integral side of Green's theorem
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and see if we get the same result.
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We need to use the trick of converting sine and cosine to exponentials.
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%Returning to the previous example for a moment, let us compute the
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