Suppose you are using Taylor polynomials of f(x) centered at x = 0 to approximate f(-3)....

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Suppose you are using Taylor polynomials of f(x) centered at x = 0 to approximate f(-3). However, for each k, the best bound you can put on f(k) (x) on [-3,0] is. Will you be able to guarantee a good approximation of f(-3) this way? Explain. Suppose you are using Taylor polynomials of f(x) centered at x = 0 to approximate f(-3). However, for each k, the best bound you can put on f(k) (x) on [-3,0] is. Will you be able to guarantee a good approximation of f(-3) this way? Explain.