Given z1 = 2 - 3i, z2 = 1 - i, z3 = 3 + i; find the following a) z1 ÷ z2 ; b) Z2 Zı ; c) z1? ; d) z2 - Z1*Z3; e)z:(z2 - Z3); f)(zı + Z2) ÷ (Z1 – Z3)

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter6: The Trigonometric Functions
Section: Chapter Questions
Problem 57RE
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Given z1 = 2 - 3i, z2 = 1 - i, z3 = 3 + i; find the following a) z1 ÷ z2 ; b)
Z2 • Zı ; c) z,? ;
d) z2 - Z1*Z3; e)z:(z2 - Z3); f)(zı + 2) ÷ (z1 - Z3)
%3D
Transcribed Image Text:Given z1 = 2 - 3i, z2 = 1 - i, z3 = 3 + i; find the following a) z1 ÷ z2 ; b) Z2 • Zı ; c) z,? ; d) z2 - Z1*Z3; e)z:(z2 - Z3); f)(zı + 2) ÷ (z1 - Z3) %3D
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