4. Recall that the set of Complex Numbers is defined as C = {z| z = a + ib, where a,b eR and i = v-1} and recall a Complex Conjugate z of a complex number z = a+ib is the complex number z = a – ib, where a, b e R. = 0. - Let z1, z2 E C be defined by z1 = 2+i and z2 = (a) -1+ 3i. Plot z1, z2, and z1 + z2 on the complex plane. Find 712 (b) Consider the subset of C defined as P = {s E C| s = ib, where b e R and i = V-1}. Show (c) that 5 = -s for all s E P.

Calculus: Early Transcendentals
8th Edition
ISBN:9781285741550
Author:James Stewart
Publisher:James Stewart
Chapter1: Functions And Models
Section: Chapter Questions
Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...
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4. Recall that the set of Complex Numbers is defined as C = {z| z = a + ib, where a,b eR and i = v-1}
and recall a Complex Conjugate z of a complex number z = a+ib is the complex number z = a – ib,
where a, b e R.
= 0. -
Let z1, z2 E C be defined by z1 = 2+i and z2 =
(a)
-1+ 3i. Plot z1, z2, and z1 + z2 on the
complex plane.
Find 712
(b)
Consider the subset of C defined as P = {s E C| s = ib, where b e R and i =
V-1}. Show
(c)
that 5
= -s for all s E P.
Transcribed Image Text:4. Recall that the set of Complex Numbers is defined as C = {z| z = a + ib, where a,b eR and i = v-1} and recall a Complex Conjugate z of a complex number z = a+ib is the complex number z = a – ib, where a, b e R. = 0. - Let z1, z2 E C be defined by z1 = 2+i and z2 = (a) -1+ 3i. Plot z1, z2, and z1 + z2 on the complex plane. Find 712 (b) Consider the subset of C defined as P = {s E C| s = ib, where b e R and i = V-1}. Show (c) that 5 = -s for all s E P.
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