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Suppose y: [0, 1] - 2 is a smooth curve, and define y- : [0, 1] - 0 by y (t) = y(1 -t). Prove
Suppose y: [0, 1] - 2 is a smooth curve, and define y- : [0, 1] - 0 by y (t) = y(1 -t). Prove that f ( z ) dz = - / f(z) dz for any continuous function f : 0 - C
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