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Calculus: Early Transcendentals
8th Edition
ISBN: 9781285741550
Author: James Stewart
Publisher: Cengage Learning
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
Transcribed Image Text:1. Only one of the following graphs could be the graph of a
polynomial function. Which one? Why are the others not
graphs of polynomials?
I
II
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- 11 (1) 1.Determines the equation of the polynomial function represented by the graph below. The curve passes through the point (3,12). Write the equation in its factorized form.arrow_forward4. For each graph below, answer the following. a. Is the polynomial an even or odd degree polynomial? b. Is the leading coefficient positive or negative. c. State the end behavior of the function, ie as zoo, y → ? and as z →-∞, y → ? d. State each zero (z-intercept) in point form with its multiplicity. Note the overall degree of the polynomial listed with the graph. e. State the y-intercept in point form. f. Find a possible formula for the graph using your answers above. Remember to find the leading coefficient, using either the y-intercept or another point on the graph. g. As always, please discuss each with your group, and make sure you agree on your answers. Share your work. H (050) Sixth Degree Polynomial Seventh Degree Polynomialarrow_forwardWhat is the equation of this degree 6 polynomial function?arrow_forward
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