POLYNOMIAL FUNCTIONS
POLYNOMIAL FUNCTIONS
1. Graph each of the functions below and complete the chart.
|Equation |Sign of Leading |Degree of |# of Turning Points |End Behavior as x |End Behavior as x |
| |Coefficient |Polynomial | |approaches infinity |approaches negative |
| | | | | |infinity |
|[pic] | | | | | |
|[pic] | | | | | |
|[pic] | | | | | |
|[pic] | | | | | |
|[pic] | | | | | |
2. Suppose a polynomial function has degree n and leading coefficient c.
Complete the following statements.
A. The number of turning points is at most__________.
B. If n is odd and c>0, then y approaches __________ as x approaches infinity and y approaches
__________ as x approaches negative infinity.
C. If n is odd and c0, then y approaches __________ as x approaches infinity and y approaches
__________ as x approaches negative infinity.
E. If n is even and c ................
................
In order to avoid copyright disputes, this page is only a partial summary.
To fulfill the demand for quickly locating and searching documents.
It is intelligent file search solution for home and business.
Related searches
- polynomial fit matlab
- fitting a polynomial to data
- polynomial fitting excel
- polynomial curve fitting equation
- polynomial solver calculator
- polynomial expansion calculator
- factor polynomial calculator
- factor the polynomial solver
- step by step polynomial solver
- polynomial simplification calculator
- finding polynomial functions calculator
- zeros of polynomial functions calculator