4) Use end behaviours, turning points, and zeros to match each equation with the most likely graph. Write the letter of the equation beneath the graph. |
The degree of a polynomial function provides information about the shape, turning points, and zeros of the graph. |
Characteristics of Polynomial Functions Name: 1. Describe the Domain, Range, Intervals of Increase/Decrease, End Behavior, Intercepts. |
The first characteristic of these 8 polynomials functions we will consider is symmetry. Sketch a function you have seen before that has symmetry about the y- ... |
In this section we will look at the characteristics of the graphs and equations of polynomial functions. New Terminology – Local Min/Max vs. Absolute Min/Max. |
A polynomial of degree n can have at most n real zeros. • The y-coordinate of the point where the graph crosses the y-axis. • (0,y). • Can be calculated by ... |
1. An. degree polynomial must have at least one real zero. 2. A polynomial function is written in ______. if its terms are written in ... |
8. A polynomial function has a restricted range. What does this tell you about the degree of the function, and about the number of local extrema? 9. |
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