Problem 1. For each of the following subsets of R, state whether the subset isan interval, and if so, express it in interval notation. (1),A = (0) -a. {3}b. ZA = (S) A = (I) A = (0)\ d23 & Ils 101= (a)t5c. {0,3}. moldon'Id. {x ER | x < 0}(i ai tadw.1-x=(1) vd movig -: 109 se. {xER | x≤1} mi ai tadw, 1-s=(s)1 vd novig (5,0):\107 d-of. {ER-4 < x≤1}w state,T-2: 1 moisonul dose to .0 moldo19".non" to svitsjid,avitg. {xER | x<3 and x >0}h.{ER|x<3 or x>0}i. {r ER | x<0 or x > 3}1.A4-2

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AMAT Problem 1. For each of the following subsets of R, state whether the subset is an interval, and if so, express it in interval notation. (1),A = (0) - a. {3} b. Z A = (S) A = (1) A = (0)\ d 23 & Ils 101 = (a)t5 . moldorT c. {0,3} d. {x ER | x<0}(i ai tadw.1-x=(1)t vd usvig + : 10 s e. {x ER | x≤ 1} mi ai tofw 1-1 = (s)1 yd novig S (S,0): \ 107 d 4 f. {ER-4 < x≤1}w state,T-2: 1 moisonul doss to 1.0 moldo19 "son" to svitostid vit g. {xER|x<3 and x >0} h. {ER|x<3 or x>0} i. {r ER | x<0 or x > 3} 15.11

AMAT Problem 1. For each of the following subsets of R, state whether the subset is an interval, and if so, express it in interval notation. (1),A = (0) - a. {3} b. Z A = (S) A = (1) A = (0)\ d 23 & Ils 101 = (a)t5 . moldorT c. {0,3} d. {x ER | x<0}(i ai tadw.1-x=(1)t vd usvig + : 10 s e. {x ER | x≤ 1} mi ai tofw 1-1 = (s)1 yd novig S (S,0): \ 107 d 4 f. {ER-4 < x≤1}w state,T-2: 1 moisonul doss to 1.0 moldo19 "son" to svitostid vit g. {xER|x<3 and x >0} h. {ER|x<3 or x>0} i. {r ER | x<0 or x > 3} 15.11

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,...

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