Dror Bar-Natan: Classes: 2002-03: Math 157 - Analysis I: | (80) |
Next: Wang Ying's Solution of Homework Assignment 8
Previous: Class Notes for the Week of October 21 (8 of 8) |

Assigned Tuesday October 29; due Friday November 8, 2PM at SS 1071

this document in PDF: HW08.pdf

All of Spivak Chapter 9.

From Spivak Chapter 9: 1, 9, 15, 23.

From Spivak Chapter 9: 8, 11, 21, 28.

Also, let be the polynomial . Now that we know that for we have that

**Theorem. **

- If is odd then the equation has a root for any value of .
- If is even then there is some constant so that the equation has no roots for , has at least one root for and at least two roots for .

The generation of this document was assisted by
L^{A}TEX2`HTML`.

Dror Bar-Natan 2002-10-28