1 taskUse DeMoivre's theorem to find all the indicated roots. Be sure to find all roots.In first photo only 37 ,38 and 39 need to decide. 2 task Find all of the roots of the given equations.The second photo only 43 and 44 need to decide. pose 2 exercises from 43-48In Exercises 37–42, use DeMoivre's theorem to find all the indicatedroots. Be sure to find all roots.37. The two square roots of 4(cos 60° + j sin 60°)38. The three cube roots of 27(cos 120° + j sin 120°)39. The three cube roots of 3 – 4j-40. The two square roots of -5 + 12j41. The square roots of 1 + j42. The cube roots of V3 + jIn Exercises 43–48, find all of the roots of the given equations.43. x-1 046. x-j 044. x- 8 = 045. x+ 27j = 0%3D47. x + 32 = 048. x + 8 = 0%3D2020/11/6 14:26pролевство) In Exercises 43-48, find all of the roots of the given equations.43. x-1 044. x- 8 = 0)45. x + 27j = 046. x*-j= 047. x + 32 = 048. x6 + 8 = 0%3D2020/11/6 14:30

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Answered: In Exercises 37-42, use DeMoivre's…

Advanced Engineering Mathematics

10th Edition

ISBN:9780470458365

Author:Erwin Kreyszig

Publisher:Erwin Kreyszig

Chapter2: Second-order Linear Odes

Section: Chapter Questions

Problem 1RQ

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1 task Use DeMoivre's theorem to find all the indicated roots. Be sure to find all roots. In first photo only 37 ,38 and 39 need to decide. 2 task Find all of the roots of the given equations.The second photo only 43 and 44 need to decide.

pose 2 exercises from 43-48
In Exercises 37–42, use DeMoivre's theorem to find all the indicated
roots. Be sure to find all roots.
37. The two square roots of 4(cos 60° + j sin 60°)
38. The three cube roots of 27(cos 120° + j sin 120°)
39. The three cube roots of 3 – 4j
-
40. The two square roots of -5 + 12j
41. The square roots of 1 + j
42. The cube roots of V3 + j
In Exercises 43–48, find all of the roots of the given equations.
43. x-1 0
46. x-j 0
44. x- 8 = 0
45. x+ 27j = 0
%3D
47. x + 32 = 0
48. x + 8 = 0
%3D
2020/11/6 14:26
pролевство)

In Exercises 43-48, find all of the roots of the given equations.
43. x-1 0
44. x- 8 = 0)
45. x + 27j = 0
46. x*-j= 0
47. x + 32 = 0
48. x6 + 8 = 0
%3D
2020/11/6 14:30

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