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4. a) Find a second order Taylor ser XN-[ 1]Tand then use it to find an approximate value of fX) at Note: the superscript T

b) Consider the following multivariable cost function: f(X) (a x)(bx) where a and b denote nx1 constant vectors and X is

4. a) Find a second order Taylor ser XN-[ 1]Tand then use it to find an approximate value of fX) at Note: the superscript "T" denotes the transpose of the vector) ies approximation of the following function about the point, a X - [0.8 1.2].
b) Consider the following multivariable cost function: f(X) (a x)(bx) where "a" and "b" denote nx1 constant vectors and X is a nx1 vector of decision variables. Find the gradient vector and Hessian matrix of f(X).
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Given that 2尳. lel ces fena 긔외 리. ว่า (x).at χ=(o8.1.2.)l 9-/2 108, 1.2): 9-1니 Cain: Tosincea, and b are Costa vecs 221 becomes a.s Xt

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