f (x)=-3x –6x +3x +6 Show all of the following steps using methods we learned about in unit 1 to find a hand-drawn (not Desmos derived sketch): 1) Use Descartes Rule to find the potential number of positive roots and negative roots 2) Use Rational Root Theorem to find the potential roots, 3) Find the x-intercepts by factoring using synthetic division aided by upper and lower bounds 4) Discover the graph's end behavior. 5) Find the y-intercept and supply a hand drawn (not Desmos derived) sketch based on the above information

Algebra and Trigonometry (6th Edition)
6th Edition
ISBN:9780134463216
Author:Robert F. Blitzer
Publisher:Robert F. Blitzer
ChapterP: Prerequisites: Fundamental Concepts Of Algebra
Section: Chapter Questions
Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...
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Can i have answer for 1,4and 5
f (x)=-3x –6x +3x +6
Show all of the following steps using methods we learned about in unit 1 to find a hand-drawn (not Desmos
derived sketch):
1) Use Descartes Rule to find the potential number of positive roots and negative roots
2) Use Rational Root Theorem to find the potential roots,
3) Find the x-intercepts by factoring using synthetic division aided by upper and lower bounds
4) Discover the graph's end behavior.
5) Find the y-intercept and supply a hand drawn (not Desmos derived) sketch based on the above
information
Transcribed Image Text:f (x)=-3x –6x +3x +6 Show all of the following steps using methods we learned about in unit 1 to find a hand-drawn (not Desmos derived sketch): 1) Use Descartes Rule to find the potential number of positive roots and negative roots 2) Use Rational Root Theorem to find the potential roots, 3) Find the x-intercepts by factoring using synthetic division aided by upper and lower bounds 4) Discover the graph's end behavior. 5) Find the y-intercept and supply a hand drawn (not Desmos derived) sketch based on the above information
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