PROVE TAYLORS THEOREM .
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When n = 0, Taylor's theorem reduces to the Mean Value Theorem which is itself a consequence of Rolle's theorem. A similar approach can be used to prove Taylor's theorem. Suppose that f has a stationary point at a and that f (a) = = f(n−1)(a) = 0, while f(n)(a) = 0.
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When n = 0, Taylor's theorem reduces to the Mean Value Theorem which is itself a consequence of Rolle's theorem. A similar approach can be used to prove Taylor's theorem. Suppose that f has a stationary point at a and that f (a) = = f(n−1)(a) = 0, while f(n)(a) = 0.
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