Question

For this problem, we will consider the polynomial function f(1) = 414 - 1623 + 2422 - 32 +32 over the interval -3 <3 <3 (a) The degree of f(x)is Number (b) Which of the following choices describe the end behavior of f(x)? The graph of f(x) acts O like 22 (e. both ends up) like – 22 (ie, both ends down) O like 23 (e left end down, right end up) Olike - 23 (1e.left end up, right end down) None of the above (c) Following the examples from the book (and video), use a synthetic division chart to generate a list of points to plot Type these points as a comma-separated list where each point is entered using the form [, y)

Answer 1

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<sub>D Given polynomial f(x) = 424_163 +2402-3231 +32 over interval ~3215? a) Degree of frou = 4 by the end behaviour of f(31) is like The graph at fex acts like x2 clie both ends cup). ce) List of points are ។ 20 32 o 12 2 D 3 44

d) Graph, 50 -40 30 20 10 a -> L -1 3 a 5 -20 -30 e) X-in tercepts? 712,0), (113,0), 1-isz,0) No. of turning points - One</sub>