Let f be continuous and have an inverse. Write F as the antiderivative of f, i.e., F(x) S ƒ (x)dx. Use the partial integral and substitution y = f¯'(x)to show that (2) dæ = xf=(#) – | f(4) dy = xf=1(x) – F(f¯'(x)). %3D - %3D

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