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Characteristics of Polynomial Functions

Characteristics of Polynomial Functions CEMC and University of Waterloo Page 1 of 14 CEMC and University of Waterloo Page 2 of 14 CEMC and University of Waterloo Page 3 of 14 CEMC and University of Waterloo Page 4 of 14 CEMC and University of Waterloo Page 5 of 14 CEMC and University of Waterloo Page 6 of 14 CEMC and University of Waterloo Page 7 of 14 CEMC and University of Waterloo Page 8 of 14 CEMC and University of Waterloo Page 9 of 14 CEMC and University of Waterloo Page 10 of 14 CEMC and University of Waterloo Page 11 of 14 CEMC and University of Waterloo Page 12 of 14 CEMC and University of Waterloo Page 13 of 14 CEMC and University of Waterloo Page 14 of 14

the fourth quadrant. Cubic Functions: y = ax-3 + bx2 + cx + d, a 0 It is possible for the graph of a cubic function to have 1, 2, or 3 x-intercepts depending on whether the graph has a turning point and the position of the graph on the axis.

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  Functions, Characteristics, Fourth, Turning, Polynomials, Characteristics of polynomial functions

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Transcription of Characteristics of Polynomial Functions

1 Characteristics of Polynomial Functions CEMC and University of Waterloo Page 1 of 14 CEMC and University of Waterloo Page 2 of 14 CEMC and University of Waterloo Page 3 of 14 CEMC and University of Waterloo Page 4 of 14 CEMC and University of Waterloo Page 5 of 14 CEMC and University of Waterloo Page 6 of 14 CEMC and University of Waterloo Page 7 of 14 CEMC and University of Waterloo Page 8 of 14 CEMC and University of Waterloo Page 9 of 14 CEMC and University of Waterloo Page 10 of 14 CEMC and University of Waterloo Page 11 of 14 CEMC and University of Waterloo Page 12 of 14 CEMC and University of Waterloo Page 13 of 14 CEMC and University of Waterloo Page 14 of 14


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