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Expected answer: 718 + 11991 718 + 1199i (iii) (-2-j)º x Input the anwer in a + bi form, with integer values for the real and imaginary parts.

Expected answer: 718 + 11991 718 + 1199i (iii) (-2-j)º x Input the anwer in a + bi form, with integer values for the real and imaginary parts.

Calculus: Early Transcendentals
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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answer part (iii)

Use de Moivre's theorem to help you answer the following question. Remember that the argument of a complex numbers lies in the range - << T. Important When calculating the final answer in part (iii), you must use whole number values (integers), otherwise the final answer will not be marked as correct. Find the modulus and argument of -2-j correct to 3 decimal places. Expected answer: 2.236 (i)-2-j| 2.236 (ii) arg(-2-j) = -2.678 places. Hence find: correct to 3 decimal places. Expected answer: -2.678 radians, correct to 3 decimal Expected answer: 718+11991 718 + 1199i (iii) (-2-j)⁹ X Input the anwer in a + bj form, with integer values for the real and imaginary parts.
Transcribed Image Text:Use de Moivre's theorem to help you answer the following question. Remember that the argument of a complex numbers lies in the range - << T. Important When calculating the final answer in part (iii), you must use whole number values (integers), otherwise the final answer will not be marked as correct. Find the modulus and argument of -2-j correct to 3 decimal places. Expected answer: 2.236 (i)-2-j| 2.236 (ii) arg(-2-j) = -2.678 places. Hence find: correct to 3 decimal places. Expected answer: -2.678 radians, correct to 3 decimal Expected answer: 718+11991 718 + 1199i (iii) (-2-j)⁹ X Input the anwer in a + bj form, with integer values for the real and imaginary parts.
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