Problems are from Brown and Churchill,
"Complex Variables and Applications," **9**^{th}
edition unless otherwise indicated.

If I write S2: 3, 4, 10 :
it means do problems 3, 4 and 10 at the end of
Section 2 of the 9th ed. of the book.

(Subject to Change!)

**Homework #0: **(Due Thursday, January 8.)

S2: 3, 4, 10

S3: 1

S5: 3, 4.

These problems on basic properties of complex
numbers will not be collected but they will be covered in
section.

This material will be covered on the tests.

_________________________________________

**Homework #1: **(Due Thursday, January 15 in
the drop box by 7:00PM.)

S6: 2, 8, 14

S9: 1, 4, 5cd, 6, 9, 10

S11: 1, 2, 6, 7

S42: 2, 3, 4

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**Homework #2: ** ** **(Due Thursday,
January 22 in the drop box by 7:00PM. Short week -- MLK)

S12: 1 -- 3

S14: 1 -- 3, 5, 6, 8

S18:
5, 10, 11

S 20: 1, 2, 3, 4, 9 (Do not hand
in #9.) [Postponed]

**_________________________________________**

**
TEST #1: Monday, January 26
in class : Covers material above.**

**Please bring a Blue Book to the test.****
See ****
W2015_Test1_Guide.pdf**** for a study guide.**

_________________________________________

**
****Homework #3: **
(Due Monday, February 2 in the drop box by 7:00PM.)

S20: 1, 2, 3, 4, 9 (Do not hand
in #9.)

Problems 6.1 and 6.2 in the following file:
Taylor Exercises.pdf.

[Notice that this homework has been shortened!]

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**
****Homework #4: **
(Due Friday, February 6 in the drop box by 7:00PM.)

S24: 1b, 1c, 3b

S26:
1a, 1c, 2a, 2b, 4

S27: 2, 4 (You need only sketch u=1/2 and v=1/4

S29 (Reflection principle)

S30: 2, 6

S38: 2, 3, 7, 15

S39: 1, 7a,b, 10, 15

**______________________________________**

**
****Homework #5: **
(Due Thursday, February 12 in the drop box by 7:00PM.)

S33: 1, 2c, 3, 8 [8 should read, find all z such that
iπ/2 is in log(z).]

S34:
1, 5

S36: 1, 2, 6, 8a

S38: 11

S40: 1a, 1b, 4

**______________________________________**

**
****Homework #6: **
(Due Thursday, February 19 in the drop box by 7:00PM.)

S43: 1,

S46: 1, 3, 6, 10

S49: 2, 4, 5

**______________________________________**

Test #2 is Friday, February 20 in class.

**
****Homework #7: **
(Due Thursday, February 26 in the drop box by 7:00PM.)

S47: 1, 2, 7

S53: 1a-c, 2, 3, 4

______________________________________

**Homework #8: **
(Due Thursday, March 5 in the drop box by 7:00PM.)

S57: 1a)-d), 3, 4, 7 10 (10 is not to be
handed in.)

S59: 4

S86: 2, 4, 9

S88: 4, 6 (do the integral with sin(x) replaced by e^(ix).)

Also compute the following integral

where *a*>0 and *b*>0 and
*a* is** not **equal to *b*.** **

(**Hint:** Use the Residue theorem method from class. for this and the
problems in S86 and S88.

Here are some
Lecture Notes
from classes on Feb 23-27_2015.pdf)

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**Homework #9: **
(Due Thursday, March 12 in the drop box by 7:00PM.)

S61: 2, 4, 6

S65: 1-3, 4, 9, 10a.

S68: 1-3.

S72: 1-3.

S73: 1, 4, 5
[No longer required.]

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**
Final Exam:
Monday, March 16, 2015 in CSB 005. **** **Please bring a**
Blue Book.**
**No **calculators or books are allowed. You **may**
have two 3x5 -- index card of notes
(two sided) or one 8.5 x 11 inch sheet of notes (one sided) if you like.
See Final_Review_Sheet.pdf
for a study guide.