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6 February, 18:34

Let tk (x) be the degree k taylor polynomial of the function f (x) = sin (x) at a=0. suppose you approximate f (x) by tk (x). if |x|≤1, how many terms are needed (that is, what is k) to obtain an error less than 16

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  1. 6 February, 21:35
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    Taylor expansion of sin (x) = x - x^3/3!

    So we need 3 terms
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