SLO #1: Apply algebraic techniques to simplify polynomial expressions and determine 1) f(x)=2x² – 5x – 3 a. For the polynomial above, find the zeros algebraically and the multiplicit each. Be sure to show all work. b. Use a graphing utility (desmos.com) to graph the polynomial. Show your on your paper. How do the zeros from part a relate to the graph from part b? C. 2) g(x) = -4x³ +8x? +11x+3

College Algebra
1st Edition
ISBN:9781938168383
Author:Jay Abramson
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Chapter5: Polynomial And Rational Functions
Section5.3: Graphs Of Polynomial Functions
Problem 65SE: For the following exercises, use the given information about the polynomial graph to write the...
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SLO #1: Apply algebraic techniques to simplify polynomial expressions and determine roots.
1)
f(x) = 2x? – 5x –3
a. For the polynomial above, find the zeros algebraically and the multiplicity for
each. Be sure to show all work.
b. Use a graphing utility (desmos.com) to graph the polynomial. Show your graph
on your paper.
How do the zeros from part a relate to the graph from part b?
С.
2) g(x) = -4x³ + 8x? +11x +3
a. For the polynomial above, find the zeros algebraically and the multiplicity for
each. Be sure to show all work.
b. Use a graphing utility (desmos.com) to graph the polynomial. Show your graph
on your paper.
How do the zeros from part a relate to the graph from part b? How does the
С.
multiplicity for each zero relate to the graph?
Transcribed Image Text:SLO #1: Apply algebraic techniques to simplify polynomial expressions and determine roots. 1) f(x) = 2x? – 5x –3 a. For the polynomial above, find the zeros algebraically and the multiplicity for each. Be sure to show all work. b. Use a graphing utility (desmos.com) to graph the polynomial. Show your graph on your paper. How do the zeros from part a relate to the graph from part b? С. 2) g(x) = -4x³ + 8x? +11x +3 a. For the polynomial above, find the zeros algebraically and the multiplicity for each. Be sure to show all work. b. Use a graphing utility (desmos.com) to graph the polynomial. Show your graph on your paper. How do the zeros from part a relate to the graph from part b? How does the С. multiplicity for each zero relate to the graph?
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