Instructor - J. Iaia
Office - GAB 420
Math Office phone - 565-2155
Office hours - TR 11-1 in GAB 420
or by appt.
email - iaia@unt.edu
1. Show that L(x^r) = rL(x). (Mimic the proof that L(ax) = L(a) + L(x)).
Ex. 7.2 - 10-20, 25-28, 35-38, 43-46, 59-68
Ex. 7.3 - 79-82
Ex. 7.4 - 11,12,14
Ex. 7.4 - 19,20,23
Ex. 7.5 - 33-36,41-44,47,48,50,51,52,54
Ex. 7.6 - 7-22
Review problems for Exam 1 handed out in class
Also, find the limit as n goes to infinity of n!/n^n.
Ex. 9.3 - 31-37, 49-53
Ex. 9.4 - 23-28
Ex. 9.4 - 44-49
Ex. 9.5 - 14-17, 27-35, 40,42,43,45-54
Ex. 9.6 - 19-24, 25,26,27,32
Chap. 9 Review - 22-25, 27-36
Review problems for exam 2 handed out in class.
Ex. 8.1 - 7-17, 25,26
Ex. 8.4 - 15-20, 30-31
Ex. 8.3 - 17-29 odd
Ex. 8.4 - 33,34,35,50
Use techniques of integration to verify the following formulas in the Table of Integrals located on the last few pages of the text book: 43,51,58,66,83,93
Review problems for Exam 3 distributed in class.
Ex. 10.3 - 9,10,11,12,15,19,20
Ex. 10.2 - 9-16, 18-20
Ex. 10.3 - 47-50
Chap. 10 Review - 40
Chap. 7 Review - 24-34, 74-79
Chap. 9 Review - 12-20, 22-42, 51,52
Chap. 10 Review - 15-28, 33,34,39,40