In Taylor and fourier series, ,point out the range where the expansion provides a “good” approximation...

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In Taylor and fourier series, ,point out the range where theexpansion provides a “good” approximation and please explainwhy.

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fx X n0 an xn a0 a1x a2 x2 a3 x3 2 an 1 ndnf dxn xx0 5 In order to nd the Taylor series expansion we need only to take derivatives of fx evaluated only at the point of reference x x0 Eqs 2 and 5 dene the Taylor series expansion of a    See Answer
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