O22576tis 29gnarlo to obisqTib orit 21of bozu zi fort bortom & 21aizviens leonosissnemotete erit ti oun sthW.9als to sunt baRiboM.!!!19wans 191100 otni brow benihsbnu5160 ni 916 2tnemsle 910m 10 owT.ISJn911 9m62 erit ynso vitneupanom16 zinemals 910m 10 owT SSmerii 220156 9361lov sms2 sdt sved vitnsups2000IZCOMPIERzmZ3 = 2√3 - 21. Find 2₁,² x 72 and bearbe4c) Given the following 2₁ = Beis (-30°) and 2₂= 5cis 60°Instog anbele ni(AG bisusyoqot show on to menoart Istnemsbnut

Given z1=3cis-30°z2=5cis60°z3=23-2i We will find z12×z2

Answered: 4c) Given the following 2₁= Beis (-30°)…

Algebra & Trigonometry with Analytic Geometry

13th Edition

ISBN:9781133382119

Author:Swokowski

Publisher:Swokowski

Chapter10: Sequences, Series, And Probability

Section10.2: Arithmetic Sequences

Problem 52E

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AT&T was running commercials in 1990 aimed at luring back customers whohad switched to one of the other long-distance phone service providers. One suchcommercial shows a businessman trying to reach Phoenix and mistakenly gettingFiji, where a half-naked native on a beach responds incomprehensibly in Polynesian.When asked about this advertisement, AT&T admitted that the portrayed incidentdid not actually take place but added that this was an enactment of something that“could happen.”12 Suppose that one in 200 long-distance telephone calls is misdirected. What is the probability that at least one in five attempted telephone calls reachesthe wrong number? (Assume independence of attempts.)Refer to the information in the previous problem. Given that your longdistance telephone call is misdirected, there is a 2% chance that you will reach a foreign country (such as Fiji). Suppose that I am now going to dial a single long-distancenumber. What is the probability that I will erroneously…
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4c) Given the following 2₁= Beis (-30°) and 22= Scis 60 sur Gols Z3 = 2√3 - 21. Find 2,² x 72