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Let Let C1 be the line from (0, 0)to (2, 0), C2 the line from (2, 0)to (2,-1), C3 the line from (2,-1)to (0,-1), and C4 the line from (0,-1)to (0, 0).
(A)Using the definition of line integral only, without parameterizing the curves, show that the line integral of along C = C1 + C2 + C3 + C4 is -2.That is, show (B)The rectangle, R, enclosed by the lines C1, C2, C3 and C4 is of area 2.So, by Green's Theorem Is something wrong?
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