
Study with the several resources on Docsity
Earn points by helping other students or get them with a premium plan
Prepare for your exams
Study with the several resources on Docsity
Earn points to download
Earn points by helping other students or get them with a premium plan
Instructions and examples for finding the zeros of polynomial functions, including degree, end behavior, and test values. It covers various methods such as factoring and synthetic division.
Typology: Assignments
1 / 1
This page cannot be seen from the preview
Don't miss anything!

Name ______________________________________________________________
enVisionโข Algebra 2 โข Teaching Resources
1. For the polynomial x^3 โ 36 x < 0, find: a. Degree of the polynomial: ______ b. End behavior: x โ โ, y โ โ and x โ ______, y โ ______ c. Factor: f ( x ) = x^3 โ 36 x 0 = x (x^2 โ 36) ____________________
d. The zeros are: _____________________ e. Test values of x between the zeros to determine whether the function is positive or negative. f ( x ) = x^3 โ 36 x x = 7
2. Tavon found the solutions of f ( x ) = x^3 โ 3 x^2 โ 54 x. Find and correct his errors. a. The degree of the polynomial is 2. b. End behavior: x โ โ, y โ โ and x โ โโ, y โ โโ c. Zeros are at 0, 9 and โ6. 3. Solve the inequality x^4 โ 25 x^2 < 0. a. Degree of the polynomial: b. End behavior: x โ ___, y โ โ and x โ โโ, y โ ____ c. Find the zeros using factoring or synthetic division: f ( x ) = x^4 โ 25 x^2 __ = ______ ( x^2 โ 25) ____________________
The zeros are: _____________________