17.(a) Write z = 2 (cos (b) Write z1 = 2v3 – 2i and z2 = -1+i in polar form, and then find the product z12 and the quotients +i sin in rectangular form. 21 and 22 21 17.(a) v3+ i 11T 11T (b) z1 = 4 ( cos +i sin %3D 22 = v2 ( cos Зт + i sin 4 7т +i sin 12 137 z1 · 22 = 4V2 ( cos 12 137 = 2/2 (cos ( (co0s () 21 +i sin COS 22 COS 4 +i sin () 21 6 א

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter7: Analytic Trigonometry
Section7.5: Product-to-sum And Sum-to-product Formulas
Problem 30E
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17.(a) Write z = 2 (cos
(b) Write z1 = 2v3 – 2i and z2 = -1+i in polar form, and then find the product z12 and the quotients
+i sin
in rectangular form.
21
and
22
21
Transcribed Image Text:17.(a) Write z = 2 (cos (b) Write z1 = 2v3 – 2i and z2 = -1+i in polar form, and then find the product z12 and the quotients +i sin in rectangular form. 21 and 22 21
17.(a) v3+ i
11T
11T
(b) z1 = 4 ( cos
+i sin
%3D
22 = v2 ( cos
Зт
+ i sin
4
7т
+i sin
12
137
z1 · 22 = 4V2 ( cos
12
137
= 2/2 (cos (
(co0s ()
21
+i sin
COS
22
COS
4
+i sin ()
21
6
א
Transcribed Image Text:17.(a) v3+ i 11T 11T (b) z1 = 4 ( cos +i sin %3D 22 = v2 ( cos Зт + i sin 4 7т +i sin 12 137 z1 · 22 = 4V2 ( cos 12 137 = 2/2 (cos ( (co0s () 21 +i sin COS 22 COS 4 +i sin () 21 6 א
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