Score: No Evidence Beginning Developing Proficient Distinguished Mastery Developing 1. Given the standard form polynomial, answer the following questions: sx) = x - 2x + x - 7 a. Based on the fundamental theorem of algebra, how many total solutions does the polynomial have? b. Which of the following is NOT a possible option for the solutions of the above polynomial? (circle all that apply) 3 real, 4 complex i. 2 real, 6 complex 2 real, 5 complex ii. i. iv, 7 complex 7 real V. 2. Given that f(- 27) = 0, what is a factor of f (x)? a. (x – 27) b. (x + 27) C. - 27x d. 27x 3. Given the factored form polynomial, list the roots: f(x) = x(x + 12) %3D a. - 2i/3, 21/3i b. 0, 2i/2, - 21/2z c. 0, 2i/3, - 2i/3 d. 0, 12i, 12i 4. Solve by factoring: x - 3x - 28 = 0 a. 7, - 7, 2i, – 2i b. 21, - 2i, i7, c. 7, - V7, 2i, - 2i d. 7, - 17, 3i, - 3i
Score: No Evidence Beginning Developing Proficient Distinguished Mastery Developing 1. Given the standard form polynomial, answer the following questions: sx) = x - 2x + x - 7 a. Based on the fundamental theorem of algebra, how many total solutions does the polynomial have? b. Which of the following is NOT a possible option for the solutions of the above polynomial? (circle all that apply) 3 real, 4 complex i. 2 real, 6 complex 2 real, 5 complex ii. i. iv, 7 complex 7 real V. 2. Given that f(- 27) = 0, what is a factor of f (x)? a. (x – 27) b. (x + 27) C. - 27x d. 27x 3. Given the factored form polynomial, list the roots: f(x) = x(x + 12) %3D a. - 2i/3, 21/3i b. 0, 2i/2, - 21/2z c. 0, 2i/3, - 2i/3 d. 0, 12i, 12i 4. Solve by factoring: x - 3x - 28 = 0 a. 7, - 7, 2i, – 2i b. 21, - 2i, i7, c. 7, - V7, 2i, - 2i d. 7, - 17, 3i, - 3i
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,...
Related questions
Question
On the picture with the chart I don’t need the one at the very top.
![Unit 3 Toplc 5 Test RETAKE: Zeros of Polynomlals
Jaden
Clark
All work must be shown to receive credit, please circle your final answer!
Name:
Block:
Score:
No Evidence Beginning Developing Proficient Distinguished Mastery
Developing
1. Given the standard form polynomial, answer the following questions:
f(x) = x - 2x' + x – 7
a. Based on the fundamental theorem of algebra, how many total solutions does the polynomial
have?
b. Which of the following is NOT a possible option for the solutions of the above polynomial?
(circle all that apply)
i.
3 real, 4 complex
ii.
2 real, 6 complex
i.
2 real, 5 complex
7 complex
7 real
iv.
V.
2. Given that f(- 27) = 0, what is a factor of f(x)?
a. (x – 27)
b. (x + 27)
C. - 27x
d. 27x
3. Given the factored form polynomial, list the roots: f(x) = x(x + 12)
a. – 2i/3, 2i/3i
b. 0, 2i/2, – 2i/2
c. 0, 2i/3, - 2i/3
d. 0, 12i, – 12i
4. Solve by factoring: x* – 3x – 28 = 0
a. 7, – 7, 2i, – 2i
b. 2i, – 2i, i7, - i7
c. 7, - V7, 2i, - 2i
d. 7, - V7, 3i, - 3i](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F08f81d56-bf39-48d0-8a84-89d47095e14b%2F07a21060-527f-4b9b-920a-d8bc7ff99daa%2F94xbvn_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Unit 3 Toplc 5 Test RETAKE: Zeros of Polynomlals
Jaden
Clark
All work must be shown to receive credit, please circle your final answer!
Name:
Block:
Score:
No Evidence Beginning Developing Proficient Distinguished Mastery
Developing
1. Given the standard form polynomial, answer the following questions:
f(x) = x - 2x' + x – 7
a. Based on the fundamental theorem of algebra, how many total solutions does the polynomial
have?
b. Which of the following is NOT a possible option for the solutions of the above polynomial?
(circle all that apply)
i.
3 real, 4 complex
ii.
2 real, 6 complex
i.
2 real, 5 complex
7 complex
7 real
iv.
V.
2. Given that f(- 27) = 0, what is a factor of f(x)?
a. (x – 27)
b. (x + 27)
C. - 27x
d. 27x
3. Given the factored form polynomial, list the roots: f(x) = x(x + 12)
a. – 2i/3, 2i/3i
b. 0, 2i/2, – 2i/2
c. 0, 2i/3, - 2i/3
d. 0, 12i, – 12i
4. Solve by factoring: x* – 3x – 28 = 0
a. 7, – 7, 2i, – 2i
b. 2i, – 2i, i7, - i7
c. 7, - V7, 2i, - 2i
d. 7, - V7, 3i, - 3i
![A Fcto Comptiaty w e e
1119
Proficient
6 Astudent constructed the fe org e wu B ta chegree potnomiwot. Ust the
of the polynomial.
11
(x + 1) a factor of 3x- 2x + 52 Use the remainder theorem to show your work, then explain
it is or why it is not a factor.
- Show work:
Ix 25
31
3-14
Explain:
Since
the function and one of its roots, find the other roots.
Solve: f(x) = x' + 3x´ – 14x – 12; if 3 is a root](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F08f81d56-bf39-48d0-8a84-89d47095e14b%2F07a21060-527f-4b9b-920a-d8bc7ff99daa%2Ftfoi15n_processed.jpeg&w=3840&q=75)
Transcribed Image Text:A Fcto Comptiaty w e e
1119
Proficient
6 Astudent constructed the fe org e wu B ta chegree potnomiwot. Ust the
of the polynomial.
11
(x + 1) a factor of 3x- 2x + 52 Use the remainder theorem to show your work, then explain
it is or why it is not a factor.
- Show work:
Ix 25
31
3-14
Explain:
Since
the function and one of its roots, find the other roots.
Solve: f(x) = x' + 3x´ – 14x – 12; if 3 is a root
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