Raphael Falcao da Hora

MA 26200, Fall 2011

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.

Office Hours: Tuesdays 10:30am-12:30am at MATH 441.

Lectures:

MWF

11:30 - 12:20

UNIV 103

Recitation:
Thursday 11:30 - 12:20 REC 306
Teaching assistant: Manuel Ochoa
Office hours: Wednesdays 4:00pm-6:00pm at MATH 741

Homework:
Assigned every day, due at the beginning of class on Thursdays

HW 1, due Thursday, September 1:

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
Section 1.5		page 47		Problem 2

HW 2, due Thursday, September 8:

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
Section 1.9		page 89		Problems 8,9,11,13,15

HW 3, due Thursday, September 15:

Section 1.11		page 103		Problems 4,11,14,15,19
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 Thursday, September 22:

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
Section 2.6		page 170		Problems 1,3,9,12,20

Exam 1, Friday September 30, in class. On all the material through Section 2.6 (Lessons 1 to 11).
Old final exams can be found at: Old Final Exams. The following problems are good review: Fall2000 1 - 8 and 10, Fall2001 1 - 3, 10 and 11,
Fall2002 1 - 6, 10 and 12, Spring2000 1 - 6, 8 and 10, Spring2001 1 - 7, 9 and 15, Spring2002 1 - 5, 12, 13 and 16.
Addtional Review Problems: Practice Review Problems Exam 1

Solution of EXAM 1: Solution Exam 1


HW 5, due Thursday, October 6:

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 Thursday, October 13:

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 4,9,12,13,14,25,28

HW 7, due Thursday, October 20:

Section 4.5		page 279		Problems 3,9,12,13,16,32,34,36,41a
Section 4.6		page 291		Problems 4,6,7,11,12,17,18,24
Section 4.8		page 306		Problems 3,5,8,12

HW 8, due Thursday, October 27:

Section 5.1		page 351		Problems 1,4,9,10,13,16,17,30
Section 5.3		page 368		Problems 1,2,3,6
Section 5.6		page 398		Problems 5,9,13,15,20,31,32

HW 9, due Thursday, November 3:

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 5,12,14,32,33

Study Guide for Linear Algebra

Exam 2, Friday November 11, in class. On the material from section 3.2 to section 6.1 (Lessons 12 to 25).
Old final exams can be found at: Old Final Exams. The following problems are good review: Fall2000 9, 11-16, Fall2001 6, 12 - 22
Fall2002 7 - 9, 11,13 - 15, 22,23, Spring2000 7,11 - 17, Spring2001 8,10 - 14, 16,20,22,23, Spring2002 6 - 11, 16,21,25.
Addtional Review Problems: Practice Review Problems Exam 2
PDFs of quizzes 1-9.
Solution of EXAM 2: Solution Exam 2

HW 10, due Thursday, November 17:

Section 6.2		page 468		Problems 17,19,26,30,35,39
Section 6.3		page 480		Problems 1,3,4,17,19,20,21,23,26,29,31

HW 11, due Thursday, December 1:

Section 6.5		page 495		Problems 3,4,5,16,17
Section 6.7		page 512		Problems 1,5,16,19,21,22,30
Section 6.9		page 528		Problems 5,6,16

HW 12, due Thursday, December 8:

Section 7.1		page 540		Problems 1,3,7,9,15,17,19
Section 7.4		page 560		Problems 1,3,5,9,17,20,22

Good Stuff for Chapters 6 and 7

Final Exam Wed 12/14 10:20a - 12:20p STEW 183 (BALCONY)

Academic Adjustments for Students with Disabilities
Students who have been certified by the Office of the Dean of Students-Adaptive Programs as eligible for academic adjustments should go to Undergraduate Services Office (MATH 242) with their certification letter and request an Information Sheet for this semester, that explains how to proceed this semester to get these adjustments made in Mathematics courses. This should be done during the first week of classes or as soon as the student receives their letter. Only students who have been certified by the ODOS-Adaptive Programs and who have requested ODOS to send their certification letters to their instructors are eligible for academic adjustments.
Students who are currently undergoing an evaluation process to determine whether they are eligible for academic adjustments, are encouraged to find out now what procedures they will have to follow when they are certified, by requesting the above mentioned Information Sheet from the Undergraduate Services Office.
Large print copies of the Information Sheet are available from the Undergraduate Services Office upon request.