Solve the rational inequalities below. Each rational inequality will have one interval from the answer bank that repre- sents its solution. Not all answer bank items will be used. 2x+1≤ 3x-2 3x-1 x+2 Add an answer item! Answer Bank (-∞, -1) U (-5, 1) U (2, ∞) (-1,- $)U (2, ∞) (-2,0]U (3.2] **? +**1» 13 Add an answer item! (-∞, -2)U[0, 3)U[2, ∞) (-1,-)U(1, 2) (-∞, -2)U(3, 2)

Calculus: Early Transcendentals
8th Edition
ISBN:9781285741550
Author:James Stewart
Publisher:James Stewart
Chapter1: Functions And Models
Section: Chapter Questions
Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...
Question
Solve the rational inequalities below.
Each rational inequality will have one interval from the answer bank that repre-
sents its solution. Not all answer bank items will be used.
2x+1 3x-1
3x-2 x+2
Add an answer item!
Answer Bank
(-∞, -1) U (-5, 1) U (2, ∞)
(-1,-)U(2, ∞)
(-2,0]U (3, 2)
*+/+*+1>1/3
Add an answer item!
(-∞, -2) U[0, U[2, ∞)
(-1,-)U(1, 2) (-∞, -2)U(3,2]
Transcribed Image Text:Solve the rational inequalities below. Each rational inequality will have one interval from the answer bank that repre- sents its solution. Not all answer bank items will be used. 2x+1 3x-1 3x-2 x+2 Add an answer item! Answer Bank (-∞, -1) U (-5, 1) U (2, ∞) (-1,-)U(2, ∞) (-2,0]U (3, 2) *+/+*+1>1/3 Add an answer item! (-∞, -2) U[0, U[2, ∞) (-1,-)U(1, 2) (-∞, -2)U(3,2]
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