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-256 – 256/3i = 2 cos () – 2i sin (E 0.46123174148488i A 2 1.946089741159648 – 27 -256 – 256/3i = 2 cos () + 2i sin ( 0.897598360400924i A - 1.787265280646824 + 27 10T V-256 – 256/3i = 2 cos (OT) + 2i sin (T) - 0.792159532078314 + 1.836432213760548i A 27 11T -2 cos V- 256 — 256 V3і -0.573606465422181 + 1.915979024630978i A ) + 2i sin (117 9 5 -2 cos 27 5T - 256 – 256/3i 1.099017956141612i A E) + 2i sin () - -1.670975622825873 + | 27 -256 – 256/3i -2 cos G) – 2i sin () - -1.986476715483886 - 0.23218582825046i A – 256 – 256/3i = -2 cos (E) – 2i sin ( 1.454747283146097i A 9 2 -1.372483275737467 – 27 137T 13т -256 – 256/3i = -2 cos () – 2i sin () -0.116289657820952 – 1.996616316542536i A 27 27 V- 256 — 256у 3і — 2 сos 1.604246385510088i A 27) – 2i sin (T) a 1.194317183405572 – 27

-256 – 256/3i = 2 cos () – 2i sin (E 0.46123174148488i A 2 1.946089741159648 – 27 -256 – 256/3i = 2 cos () + 2i sin ( 0.897598360400924i A - 1.787265280646824 + 27 10T V-256 – 256/3i = 2 cos (OT) + 2i sin (T) - 0.792159532078314 + 1.836432213760548i A 27 11T -2 cos V- 256 — 256 V3і -0.573606465422181 + 1.915979024630978i A ) + 2i sin (117 9 5 -2 cos 27 5T - 256 – 256/3i 1.099017956141612i A E) + 2i sin () - -1.670975622825873 + | 27 -256 – 256/3i -2 cos G) – 2i sin () - -1.986476715483886 - 0.23218582825046i A – 256 – 256/3i = -2 cos (E) – 2i sin ( 1.454747283146097i A 9 2 -1.372483275737467 – 27 137T 13т -256 – 256/3i = -2 cos () – 2i sin () -0.116289657820952 – 1.996616316542536i A 27 27 V- 256 — 256у 3і — 2 сos 1.604246385510088i A 27) – 2i sin (T) a 1.194317183405572 – 27

Algebra & Trigonometry with Analytic Geometry
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter7: Analytic Trigonometry
Section7.3: The Addition And Subtraction Formulas
Problem 72E
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Illustrate the Argand diagram from the values below starting from k = 0. Solve the required degree of space also.
V-256 – 256V3i = 2 cos () – 2i sin () 0.46123174148488i A - 1.946089741159648 – V-256 — 256 у 3i 0.897598360400924i A 2 cos (E) + 2i sin () - 1.787265280646824 + 27 10t V-256 – 256 /3i = 2 cos ()+ 2i sin (T 1.836432213760548i A 2 0.792159532078314 + 27 V-256 — 256 V3і -0.573606465422181 + 1.915979024630978i A 11T -2 cos () + 2i sin () 27 - 256 — 256 /3і 1.099017956141612i A -2 cos () + 2i sin () - -1.670975622825873 + 27 V-256 – 256/3i 0.23218582825046i A () – 2i sin () -2 cos 2 -1.986476715483886 - () – 2i sin ( V- 256 — 256 V 3і 1.454747283146097i a -2 cos 27 2 -1.372483275737467 V-256 – 256V3i -2 cos (S) – 2i sin (13 27 27 -0.116289657820952 – 1.996616316542536i A V-256 – 256V3i 1.604246385510088i A 2 cos (87 27 8T 27 - 2i sin 2 1.194317183405572 –
Transcribed Image Text:V-256 – 256V3i = 2 cos () – 2i sin () 0.46123174148488i A - 1.946089741159648 – V-256 — 256 у 3i 0.897598360400924i A 2 cos (E) + 2i sin () - 1.787265280646824 + 27 10t V-256 – 256 /3i = 2 cos ()+ 2i sin (T 1.836432213760548i A 2 0.792159532078314 + 27 V-256 — 256 V3і -0.573606465422181 + 1.915979024630978i A 11T -2 cos () + 2i sin () 27 - 256 — 256 /3і 1.099017956141612i A -2 cos () + 2i sin () - -1.670975622825873 + 27 V-256 – 256/3i 0.23218582825046i A () – 2i sin () -2 cos 2 -1.986476715483886 - () – 2i sin ( V- 256 — 256 V 3і 1.454747283146097i a -2 cos 27 2 -1.372483275737467 V-256 – 256V3i -2 cos (S) – 2i sin (13 27 27 -0.116289657820952 – 1.996616316542536i A V-256 – 256V3i 1.604246385510088i A 2 cos (87 27 8T 27 - 2i sin 2 1.194317183405572 –
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