Question: 9(7)=4 g'(7) = 6 g (7) = -1 9 (7)=-3 Suppose that g is a function that has continuous derivatives, and that: What is

9(7)=4 g'(7) = 6 g" (7) = -1 9" (7)=-3 Suppose that

9(7)=4 g'(7) = 6 g" (7) = -1 9" (7)=-3 Suppose that g is a function that has continuous derivatives, and that: What is the Taylor polynomial of degree 2 for g near 7? P2(x) = Using P2(a), we find that g( 703 100 What is the Taylor polynomial of degree 3 for g near 7? Pa(x) = 703 Using Ps(x), we find that g()

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