If a function f(x) is continuous h) such that f'(c) interval by commas. C = on...

  

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If a function f(x) is continuous h) such that f'(c) interval by commas. C = on [a, b] and differentiable on (a, b), then the Mean Value Theorem says that there is at least one number c in the f(b)-f(a). Find all possible value(s) for c given f(x) = x-3x+4, -2 x 2. Enter your answer(s) separated 5 --- (1-) L = lim 1+ x + Compute the limit If a function f(x) is continuous h) such that f'(c) interval by commas. C = on [a, b] and differentiable on (a, b), then the Mean Value Theorem says that there is at least one number c in the f(b)-f(a). Find all possible value(s) for c given f(x) = x-3x+4, -2 x 2. Enter your answer(s) separated 5 --- (1-) L = lim 1+ x + Compute the limit

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problem 1 answer possible values of c ar... View the full answer