Problems are from Brown and Churchill, "Complex Variables and Applications,"  9th 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 _________________________________________ 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!] ______________________________________ 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) ______________________________________ 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.] ______________________________________ 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.