Mathematics, 06.08.2019 23:30 strodersage

Let pn be the nth taylor polynomial of the function f(x) centered at x=0. assume that f is a function such that ∣f(n)(x)∣≤1 for all n and x (the sine and cosine functions have this property.) find the least integer n for which pn(3) approximates f(3) to within 0.0001.

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Let pn be the nth taylor polynomial of the function f(x) centered at x=0. assume that f is a functio...

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