Written Homework Problems

Page 5:  10, 20b, 24;  Page 12:  6, 8, 12;  Page 22:  7a, g, 12a, 15.  Due Date:  January 25, 2017.

Page 31:  2a, 4c, 6b, 10, 12b;  Page 37:  2, 4b, 5f, 10, 16.  Due Date:  February 1, 2017.

Page 56:  1e, 4, 6, 8;  Page 63:  2, 7e, 21d;  Page 70:  4b, 7e, 11e.  Due Date:  February 8, 2017.

4. Page 77:  2, 3, 5, 10;  Page 108:  11b, 13b, 14, 15d;  Page 115: 1, 5d, 9e, 12a, 13a, 14c, 17b.  Due Date:  February 21, 2017.

5. Page 123: 1b, 3, 5b, 6;  Page 136:  1d, 1e, 3c, 4, 11;  Page 159: 1a, 1b, 1c, 8, 11.  Due Date:  February 27, 2017.

6. Page 170: 3d, 5, 6a, 6b, 6c, 8, 14a;  Page 178:  1a, 1c;  Page 199:  10 all parts, 16, 17.  Due Date:  March 20, 2017.

7. Page 212:  3d,f, 4a,b,c, 6, 8 (Hints for #8:  parametrize z to z(theta) like on pages 216 and 166; Use Theorems 14 and 19), Page 239: 1b,c, 2c,d, 7c,e, 11b,c.  Due Date:  March 27, 2017.

8. Page 249:  1d, 5g (#5 Hint:  z/(1 - z)2 = z d/dz[1/(1 - z)] ), Do a Taylor's series expansion for cos(z) at the origin, see page 246 in Complex book and Section 10.8 in M-172 book for help;

Page 259: 2, 3d, 5b, 5c;  Page 276: 3a, 3b, 3c.  Due Date:  April 3, 2017.

9. Page 285:  1c, 1d, 1e, 2, 3c, 3d, 16;  Page 313: 1b, 1e, 1g, 3b, 3c (hint: see problem 1g), 3d.  Due Date:  April 10, 2017.

10. Page 317:  2, 3, 5;  Page 325: 1, 2, 3 (see page 132);  Page 336:  1, 2, 3, 5 (see page 320 for pole locations);  Page 344:  2, 3, 4, 5.  Due Date:  May 1, 2017 in LA-836 at 4 p.m.