Math 425, Spring 2005 Homework
Assignment 9, due Friday, April 7
Reread section 2.6. Read sections 3.1-3.2.
Do:
§2.6 p. 167 #14,17,21
§3.1 p. 179 #2,7,10,13,16,17
§3.2 p. 194 #1,5,6,8
Also:
Let p(z) be a polynomial of positive degree with real coefficients. Show that
p(z) = p1(z)· · · pm(z) where each pjis a polynomial of degree 1 with real
coefficients or a polynomial of degree 2 with real coefficients and no real
roots.
Reminder
Your choice of topic for the project is due by April 5.