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GUIDED NOTES Lesson 34Intro to Polynomial FunctionsName: ___ Period: ___Objective: I can determine the end behavior of a function, if a function is even or odd and use this information to help me
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How to fill out end behavior of polynomial

01
To fill out the end behavior of a polynomial, follow these steps:
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Identify the degree of the polynomial, which is the highest power of x in the polynomial.
03
Determine the leading term of the polynomial, which is the term with the highest degree.
04
If the leading term has an even degree, then the end behavior of the polynomial will be the same on both ends. If it has an odd degree, the end behavior will be opposite on both ends.
05
For even degree polynomials, consider the sign of the leading coefficient. If it is positive, then the polynomial will go up on both ends. If it is negative, then the polynomial will go down on both ends.
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For odd degree polynomials, consider the sign of the leading coefficient. If it is positive, then the polynomial will go up on the left end and down on the right end. If it is negative, then the polynomial will go down on the left end and up on the right end.

Who needs end behavior of polynomial?

01
The end behavior of a polynomial is useful for:
02
- Analyzing the long-term behavior of a polynomial function.
03
- Determining the shape and direction of the graph of a polynomial function at extreme ends.
04
- Understanding the behavior of a polynomial function as the input approaches positive or negative infinity.

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The end behavior of a polynomial refers to the behavior of the graph of the polynomial function as the input values (x) approach positive or negative infinity. It provides insight into the direction the graph will take outside the range of its roots.
End behavior is typically analyzed and reported by mathematicians, educators, and students studying polynomial functions, but there is no formal filing requirement in a legal sense.
To analyze and describe the end behavior of a polynomial, identify the leading term and its degree. Use this information to determine the direction of the graph as x approaches positive and negative infinity.
The purpose of analyzing the end behavior of a polynomial is to understand the overall shape of the graph, to predict how the function behaves far away from the x-axis, and to provide a complete picture of the function's behavior.
When reporting on the end behavior of a polynomial, you should include the degree of the polynomial, the sign of the leading coefficient, and the resulting direction of the graph as x approaches positive and negative infinity.
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