Question: k -2 -1 0 2 5 (-1. -2) -2 Practice 1: A func'ion k has derivatives of all orders for all values of x. A

k -2 -1 0 2 5 (-1. -2) -2 Practice 1: A func'ion k has derivatives of all orders for all values of x. A portion of 'he graph of k is shown above with 'he line 'angen' 'o 'he graph of ka' x =-1. For n 2 2, 'he n'h derivative of k(x)a' x = -1 is given by: n! k(n) (-1) = n+1 Find 'he 'hird degree Taylor polynomial for k(x) abou' c= -1

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