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13. Based on your above observations, describe how the magnitude of f”(r) can be used to determine
whether a linear approximation of flat) centered at a. is an “E-gOOd” approximation of f(.’£) over
a given 6-interval. Graph |f”(.r)| on the interval [—3,3], and discuss how the graph compares to
your earlier assertions about the locations of centers that provide E-good approximations over longer (5-intervals.

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