The set of all the solutions of the equation z³ = -27 in the complex plane is (a) (-3) (b) {-3,1-√3i, 1+√3i) (c) (-3,-i, + i) (d) {-3,2-³³, +³³(e) None of these

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter11: Topics From Analytic Geometry
Section: Chapter Questions
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7.
The set of all the solutions of the equation z³ = -27 in the complex plane
is
(a) {-3} (b) {-3,1-√√3i, 1+√√3i} (c) {−3, ½ − B³i, ½ + B³i}
2
(d) { −3, 2 — 3³√³i, ³2 + ³√3)(e) None of these
3
-
2,
2
Transcribed Image Text:7. The set of all the solutions of the equation z³ = -27 in the complex plane is (a) {-3} (b) {-3,1-√√3i, 1+√√3i} (c) {−3, ½ − B³i, ½ + B³i} 2 (d) { −3, 2 — 3³√³i, ³2 + ³√3)(e) None of these 3 - 2, 2
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