Let h > 0 and C (R). Show there exists x0 = [x,x+h] where f(x +...

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Let h > 0 and C (R). Show there exists x0 = [x,x+h] where f(x + h) f(x) - f'(xo) - = kh f(3) () h where = (x, x + h) and k < 0. Let h > 0 and C (R). Show there exists x0 = [x,x+h] where f(x + h) f(x) - f'(xo) - = kh f(3) () h where = (x, x + h) and k < 0.

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By the Mean Value Theorem there exists x1 such that ... View the full answer