Leonard M Lipshitz
Book:
Differential Equations and Linear Algebra, Third Edition
Stephen Goode & Scott Annin
Grading:
| HW and Quizzes | 200 points |
| 2 midterms | 200 points (100 + 100) |
| Final | 200 points |
| Total | 600 points |
Course Groundrules: ground rules
Course Outline: outline
Note that this is only an outline. Homework assignments, with due date, will be given below.
Lectures:
| TuTh | 9:00 - 10:15 | UNIV 119 |
Office Hours (MATH 722):
| Tuesday | 12:00 - 12:45 | |
| Wednesday | 1:00 - 2:30 | |
| Thursday | 12:00 - 1:00 |
Recitation: Friday 9:30 - 10:20 UNIV 019
Teaching assistant: Partha Solapurkar
Office hours (MATH 641): Thurs. 3 - 4
Homework:
Assigned every day, due at the beginning of class on Fridays unless otherwise stated
HW 1 due Friday, January 11:
| Section 1.1 | page 8 | Problems 6,15,26 | ||
| Section 1.2 | page 18 | Problems 8,21,24 | ||
| Section 1.3 | page 30 | Problems 3,11,13,14 | ||
| Section 1.4 | page 40 | Problems 8,16,23,24 |
HW 2 due Friday, January 18:
| Section 1.5 | page 47 | Problem 2 | ||
| Section 1.6 | page 55 | Problems 2,6,17,18 | ||
| Section 1.7 | page 65 | Problems 4,7 | ||
| Section 1.8 | page 76 | Problems 25,26,37,38,56,61 |
HW 3, due Friday, January 25:
| Section 1.9 | page 89 | Problems 8,9,11,13,15 | ||
| Section 1.11 | page 103 | Problems 4,11,14,15 | ||
| Section 1.12 | page 108 | Problem 42 | ||
| Section 2.1 | page 118 | Problems 1,3,7,11 | ||
| Section 2.2 | page 130 | Problems 1,2,3,5,7,15,27 |
HW 4, due Friday, February 1:
| Section 2.3 | page 138 | Problems 2,3,9 | ||
| Section 2.4 | page 149 | Problems 3,6,7,9,11,13,20,21 | ||
| Section 2.5 | page 159 | Problems 1,7,11,17,19,22,23,33,37,47 |
Exam 1 in class Friday Frebruary 8 on material through HW 4
Old final exams can be found at: Old Final Exams. The following problems are good review for Exam 1: Fall2000 1 - 4; Fall2001 1 - 3, 10;
Fall2002 1 - 4, 10, 12; Spring2000 1 - 7
I will do review in class on Thursday, February 7.
HW 5, due Friday, February 15:
This is a big assignment. Sorry.
| Section 2.6 | page 170 | Problems 1,3,9,12,20 | ||
| Section 3.2 | page 209 | Problems 1,3,9,21,24,42 | ||
| Section 3.3 | page 222 | Problems 7,9,15,17,21a,22,27,32,36,40,42,44 |
HW 6, due Friday, February 22:
| Section 4.2 | page 249 | Problem 16 | ||
| Section 4.3 | page 257 | Problems 2,3,5,6,18,19,20 | ||
| Section 4.4 | page 265 | Problems 4,9,12,13 |
HW 7, due Friday, March 1:
| Section 4.4 | page 265 | Problems 14,25 | ||
| Section 4.5 | page 279 | Problems 3,9,12,13,16,32,36 | ||
| Section 4.6 | page 291 | Problems 4,6,7,12,17,18,24 |
HW 8, due Friday, March 8:
| Section 4.8 | page 306 | Problem 5 | ||
| Section 5.1 | page 351 | Problems 1,4,9,10,13,17,30 | ||
| Section 5.3 | page 368 | Problems 1,3,6 | ||
| Section 5.6 | page 398 | Problems 9,13,15,20,31,32 |
Exam 2 in class Friday March 22 on material through HW 8
The following problems are good review for Exam 2: Fall2000 8 - 16;
Fall2002 7,8,9,11,13,14; Spring2002 6 - 12, 21,25
I will do review in class on Thursday, March 21.
Scores (out of 80) are posted in Blackboard.
A 72, B 64, C 55
Average 64
HW 9, due Friday, March 29:
| Section 5.7 | page 406 | Problems 1,3,5,7,17,19 | ||
| Section 6.1 | page 458 | Problems 1,3,5,6,9,13,16,18,31,36 | ||
| Section 6.2 | page 468 | Problems 5,12,14,17,19,26,30,32,33,35,39 |
HW 10, due Friday, April 5:
| Section 6.3 | page 480 | Problems 1,3,4,17,19,20,21,23,26,29,31 | ||
| Section 6.5 | page 495 | Problems 3,4,5,16,17 | ||
| Section 6.7 | page 512 | Problems 1,5,16,19,21,22 |
HW11, due Friday, April 12:
| Section 6.9 | page 528 | Problems 5,6 | ||
| Section 7.1 | page 540 | Problems 1,3,7,9,15,17 | ||
| Section 7.2 | page 545 | Problems 1,3,6,7 |
HW12, due Friday, April 19:
| Section 7.3 | page 551 | Problems 1,3,4,7 | ||
| Section 7.4 | page 560 | Problems 1,3,5,9,17,20,22 | ||
| Section 7.6 | page 576 | Problems 1,3,8,10 |
Final Exam Wednesday May 1 10:30 a.m. - 12:30 p.m. STEW 183
Accomodations for Students with Disabilities
The Department of Mathematics offers alternative testing environments for students who are registered with the Disability Resource Center. Students who need accommodations must deliver a copy of their Accommodation Notification Memorandum to the Undergraduate Services Office (MATH 242) and request an information sheet for their course.
Memoranda should be delivered to the Undergraduate Services Office (MATH 242) within one week of receipt from the Disability Resource Center.
The Information Sheet explains the process for receiving exam accommodations for your mathematics course. Enlarged copies of the information sheets are available upon request. Students currently undergoing evaluation through the Disability Resource Center should also request an information sheet from the Undergraduate Services Office (MATH 242).
In case of emergency:
In the event of a major emergency, course requirements, deadlines and grading percentages are subject to changes as may be necessitated by a revised semester calendar or other circumstances. Get information about changes in this course by visiting this web page or by emailing me.