Solve the polynomial inequality using the test-point method. 2x²-x≤0 What is the solution set? ... O A. (∞, 2]U[2,∞) OC. (∞ √2] [√2,00) , - E. (∞,√√2]U{0}U[√2,∞) - O G. (∞,√2) U (√2,∞) B. (∞,2]U{0}U[2,∞) D. (∞,-2)U{0}U(2,∞) OF. (∞,√2) U{0}U (√2,∞) OH. (∞,-2)U(2,00)
Solve the polynomial inequality using the test-point method. 2x²-x≤0 What is the solution set? ... O A. (∞, 2]U[2,∞) OC. (∞ √2] [√2,00) , - E. (∞,√√2]U{0}U[√2,∞) - O G. (∞,√2) U (√2,∞) B. (∞,2]U{0}U[2,∞) D. (∞,-2)U{0}U(2,∞) OF. (∞,√2) U{0}U (√2,∞) OH. (∞,-2)U(2,00)
Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
Publisher:Carter
Chapter5: Linear Inequalities
Section5.3: Solving Multi-step Inequalities
Problem 62PFA
Related questions
Question
![Solve the polynomial inequality using the test-point method.
2x²-x≤0
What is the solution set?
...
O A. (∞, 2]U[2,∞)
OC. (∞ √2] [√2,00)
,
-
E. (∞,√√2]U{0}U[√2,∞)
-
O G. (∞,√2) U (√2,∞)
B. (∞,2]U{0}U[2,∞)
D. (∞,-2)U{0}U(2,∞)
OF. (∞,√2) U{0}U (√2,∞)
OH. (∞,-2)U(2,00)](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F4c987733-f34e-46ba-9756-546ec3f6b862%2F94253c99-e654-4c31-84db-8bab6d2b1f3f%2Fubtesl_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Solve the polynomial inequality using the test-point method.
2x²-x≤0
What is the solution set?
...
O A. (∞, 2]U[2,∞)
OC. (∞ √2] [√2,00)
,
-
E. (∞,√√2]U{0}U[√2,∞)
-
O G. (∞,√2) U (√2,∞)
B. (∞,2]U{0}U[2,∞)
D. (∞,-2)U{0}U(2,∞)
OF. (∞,√2) U{0}U (√2,∞)
OH. (∞,-2)U(2,00)
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