Question: The fourth degree Taylor polynomial for f(x)= x centered at a = -2 is T(x) = co + ci(x + 2) + c(x +

The fourth degree Taylor polynomial for f(x)= x centered at a =

The fourth degree Taylor polynomial for f(x)= x centered at a = -2 is T(x) = co + ci(x + 2) + c(x + 2) + c3(x+2) + Ca(x + 2). Find the coefficients of this Taylor polynomial. Co 195 $ || || 11 & 11 11 The function f(x) = 2 equals its fourth degree Taylor polynomial T(z) centered at a = -2. ? Hint: Graph both of them. If it looks like they are equal, then do the algebra.

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