If A = {x+|x-1| : xER}, then which of ONE the following statements is TRUE? A. Set A has a supremum but not an infimum. OB.inf A = -1. OC. Set A is bounded. OD. Set A has an infimum but not a supremum. OE. None of the choices in this list.

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter10: Sequences, Series, And Probability
Section10.4: Mathematical Induction
Problem 26E
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If A = {x+|x-1| : xER}, then which of ONE the following statements is TRUE?
A. Set A has a supremum but not an infimum.
OB.inf A = -1.
OC. Set A is bounded.
OD. Set A has an infimum but not a supremum.
OE. None of the choices in this list.
Transcribed Image Text:If A = {x+|x-1| : xER}, then which of ONE the following statements is TRUE? A. Set A has a supremum but not an infimum. OB.inf A = -1. OC. Set A is bounded. OD. Set A has an infimum but not a supremum. OE. None of the choices in this list.
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