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Graphing Polynomial and Rational Functions
th degree polynomial function with real coefficients. The graph of P has the following properties. P. is continuous for all real numbers, so there are no breaks, holes, jumps in the graph. The graph of . P. is a smooth curve with rounded corners and no . sharp corners. 3. The graph of . P. has at most . n. x-intercepts. 4. The graph of . P. has ...
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[DOC File]Module 2: Intro to Polynomial Functions
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For each, polynomial function, make a table of 6 points and then plot them so that you can determine the shape of the graph. Choose points that are both positive and negative so that you can get a good idea of the shape of the graph. Also, include the x intercept as one of your points. For example, for the first order polynomial function: .
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[DOC File]POLYNOMIAL PATTERNS Learning Task:
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In fact, when viewed on a large enough scale, the graph of the polynomial function looks like the graph of its leading term, the power function . This behavior is called the . long-run behavior. of the polynomial. Key Point: The . long-run behavior (i.e., as ) of the graph of a polynomial function …
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Graphing Polynomial Functions
The student recognizes polynomials and can find the degree of a polynomial function. Let’s get started. A. View the graph of y=x2 in a Zoom 4 window. Sketch your graph below: Graph A. Note: x2 may also be written . Observations: Identify the degree of the polynomial.____ As . As . Identify the x-intercept(s) of the graph._____
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[DOC File]CHARACTERISTICS OF POLYNOMIAL FUNCTIONS
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local minimum/maximum point – a point where the graph changes from decreasing to increasing or increasing to decreasing. Example 2: Identify the following characteristics of each polynomial functions: Degree and whether it is an even or odd. the end behaviour of the graph of the function. domain and range number of local maxima or minima values
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[DOCX File]Graph Properties of Polynomial Functions
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For each polynomial function, make a table of 7 points and then plot them so that you can determine the shape of the graph. Choose points that are both positive and negative so that you can get a good idea of the shape of the graph. Also, include the x intercept as one of your points. For example, for the first order polynomial function: .
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[DOC File]Unit 3 – Polynomial Functions, Equations and Inequalities
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4. How do we determine the y-intercept of a graph using only its equation? 5. How do we determine the x-intercepts of a graph using only its equation? 6. Determine a connection between when the graph touches the x-axis at an x-intercept or when the graph goes through the x-axis at an x-intercept. Extending Your Learning: Using what you have ...
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How do i graph a polynomial function