M333L Homeworks

_____________________________________________
Homework due 9/9 (actually 9/11)

This is a Xeroxed assignment which will be handed out in class 9/2.
There should be extra copies in the box on my door (RLM 11.140).

_____________________________________________
Homework due  9/16

Another Xeroxed assignment which will be handed out in class 9/9.
There should be extra copies in the box on my door (RLM 11.140).
_____________________________________________
Homework due 9/23

Chapter 2 (Text): 1(a), 2(a)(c), 3(c)(d), 5, 9, 10, 18(c)(k)(l)
_____________________________________________
*** Test on 9/30 includes all material
covered thru homework due 9/23. (see above)
_____________________________________________
*** Note: No homework due week of 9/30 due to test
_____________________________________________
Homework due 10/7

Chapter 3(Text): 1, 3, 5(a) (Hint: translate i to 0, then rotate, then 
                             translate back. The calculation in the text
                             is wrong!)
                 6(a), 8, 11
_____________________________________________
Homework due  10/14

Chapter 3: 7,  
           13(** Use result for rotation about x-axis to get result
                 for rotation about y-axis. Don't do from scratch!!!!)
           15
_____________________________________________
Homework due  10/21

Chapter 4: 1 (Do for f(z)=complex conjugation also), 2, 14, 15

Note: For 14, mu(z)=z/sqrt(1+|z|^2); The expression in the text is incorrect.
Also, you should use polar representation to solve this, otherwise it is
very tedious. I will comment in class about this.
_____________________________________________
Homework due  10/28

Chapter 5: 3(a), 4, 5, 6(a), 11
_____________________________________________
Homework due  11/4

Chapter 5: 10, 18, 20
_____________________________________________
Homework due  11/11

Chapter 6: 1, 2, 3(a), Look at 4
_____________________________________________
Homework due 11/18

Chapter 7: 5, 8

*** Hint: For both of these, apply a mapping in H which sends a point of
    intersection of two lines to 0, Then use results at bottom of pg. 78.
_____________________________________________
Homework due 11/25

Chapter 8: 4, 7
_____________________________________________
Homework  

Before Exam 3, work the following (but don't turn in):
Chapter 11: 4, 6 (Straight line pass thru antipodal points on unit circle.)
_____________________________________________




C.Friedman
Math.Dept. RLM 8-100
University of Texas
Austin, TX 78712
Phone(Office): 512-471-5161
  • You can email me: