The answers are to be uploaded to Blackboard. See page 2 for details. Some of the answers are meaningless numbers. You are being asked to find them to demonstrate that you did the problem. All calcu lated numeric answers should be exact or have 3 place precision. Problem 1 Evaluate 1- 36z? -dz, on the unit circle, CCW 4 (2++1) (3z + 1)2 Problem 2 1 For (z) (z+ 1)(z-3) (a) Find the Laurent series valid for 15 < |z + 7I (b) Find Res(f(2), +3)

Mathematics For Machine Technology
8th Edition
ISBN:9781337798310
Author:Peterson, John.
Publisher:Peterson, John.
Chapter15: Roots
Section: Chapter Questions
Problem 36A
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I need answer for problem 1 and 2 also do the question 1 and 2 from second picture relevant to it, tell correct option for problem 2
The answers are to be uploaded to Blackboard. See page 2 for details. Some of the answers are meaningless numbers. You
are being asked to find them to demonstrate that you did the problem. All calculated numeric answers should be exact or
have 3 place precision.
Problem 1 Evaluate
1- 36z?
%3D
-dz, on the unit circle, CCW
4
(z++i) (3z + 1)
Problem 2
1
For (2)
(z+ 1)(z-3)
(a) Find the Laurent series valid for 15 < |z + 7I
(b) Find Res(f (2), +3)
Problem 3
Given: Arg(Ln(z)) = 3 (radians) and |2| = 70.
Find S = Im(z) + Re(z)
Problem 4
For x, y, z E R
5x
+y
+z = 0
Given: 2x -2y +2z = 0
3x +3y
-2 =0
and xyz = -48.
Find: S= x + y+z
Transcribed Image Text:The answers are to be uploaded to Blackboard. See page 2 for details. Some of the answers are meaningless numbers. You are being asked to find them to demonstrate that you did the problem. All calculated numeric answers should be exact or have 3 place precision. Problem 1 Evaluate 1- 36z? %3D -dz, on the unit circle, CCW 4 (z++i) (3z + 1) Problem 2 1 For (2) (z+ 1)(z-3) (a) Find the Laurent series valid for 15 < |z + 7I (b) Find Res(f (2), +3) Problem 3 Given: Arg(Ln(z)) = 3 (radians) and |2| = 70. Find S = Im(z) + Re(z) Problem 4 For x, y, z E R 5x +y +z = 0 Given: 2x -2y +2z = 0 3x +3y -2 =0 and xyz = -48. Find: S= x + y+z
Question 1) Enter | (absolute value)
Question 2) Find the sum of the first 4 non-zero coefficients of the Laurent series from the following choices:
a) 2374
b) 2379
c) 2384
d) 2389
e) 2394
1)
2399
g) 2404
h) 2409
Question 3) Enter the residue Res(f(2) for problem #2
z=3
Question 4) Enter the value of S for problem #3
Question 5) Enter the value of S for Problem #4 from the following choices:
a) + 8
b) -10
c)
+12
d) -14
e)
+16
1)
-18
g) +20
h) -22
Transcribed Image Text:Question 1) Enter | (absolute value) Question 2) Find the sum of the first 4 non-zero coefficients of the Laurent series from the following choices: a) 2374 b) 2379 c) 2384 d) 2389 e) 2394 1) 2399 g) 2404 h) 2409 Question 3) Enter the residue Res(f(2) for problem #2 z=3 Question 4) Enter the value of S for problem #3 Question 5) Enter the value of S for Problem #4 from the following choices: a) + 8 b) -10 c) +12 d) -14 e) +16 1) -18 g) +20 h) -22
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