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Advanced Mathematics for Engineers and Physicists
I
MA 527
- Summer 2008
General Syllabus Exams
Lecture:
MA527-02-01 MTWThF 11:00am-12:00pm. Location: UNIV 217.
Office Hours:
T, TH 10:00am-11:00am, or by appointments. Location: MATH 426.
(765) 494-1986
My website is http://www.math.purdue.edu/~nvnguyen
| Grade | Homework | 100 points |
| Two Midterm Exams | 100 points each | |
| Final Exam | 200 points |
There will be two midterm exams given on Monday June 30 and Wednesday July 23. The final exam will be cummulative, with more emphasis on the part of the course that
comes after the second midterm and will be given on Wednesday July 30. All exams are closed book and notes. No calculators are allowed.
Homework will be collected twice a week on Tuesday and Friday. Late homework will not be accepted. As a courtesy to the grader,
please staple the pages together. You are encouraged to discuss homework problems with your classmates but you must write up
solutions on your own.
Course outline:
Linear Algebra (Chapters 7,8).
Systems of Ordinary Differential Equations (Chapter 4).
Laplace Transforms (Chapter 6).
Fourier Series and Transforms (Chapter 11).
Partial Differential Equations (Chapter 12).
Textbook:
Advanced Engineering Mathematics (9th ed).
Erwin Kreyszig.
ISBN: 978-0-471-48885-9.
You can find below some HW solutions for the problems suggested by some of you.
7.4 #4
7.4 #6
7.4 #27
7.9 #10
Chapter 4
You can find below some links for old exams to practice for the first midterm.
Practice 1.
Practice 2.
Practice 3.
Practice 4.
Here is the solution to the first midterm.
Practice 1.
Practice 2.
Practice 3.
Here is the solution to the second midterm.
Here is a practice exam for the final.
Here is the solution to the practice exam for the final.
Course Description
Syllabus
It is your responsibility to stay informed on the progress of the class and important dates. The following schedule might change.Check this website regularly for updated information.
| Lecture | Date | Section ( homework problems ) |
| 1 | M, June 9 | Introduction, 7.1 (1,3,8); 7.2 (1,9,24) |
| 2 | T, June 10 |
7.3 (1,9,19,21) |
| 3 | W, June 11 |
7.4 (1,3,4,5,6,13,22,24,25,27,29) |
| 4 |
Th, June 12 |
7.5; 7.6 |
| 5 |
F, June 13 |
7.7 (6,11,17,18);
7.8 (3,9,13,21) |
| 6 |
M, June 16 |
7.9 (9,10,15) |
| 7 |
T, June 17 |
8.1 (3,4,6,13,30) |
| 8 |
W, June 18 |
8.3 (1,6,10); 8.5 |
| 9 |
Th, June 19 |
8.4 (1,4,29,30) |
| 10 |
F, June 20 |
4.1
(1,5,6,7,8); 4.2 |
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| 11 |
M, June 23 |
4.3 (1,6,11,18) |
| 12 |
T, June 24 |
4.4 (1,4,11,16) |
| 13 |
W, June 25 |
4.5 (1,4,9,18) |
| 14 |
Th, June 26 |
4.6 (2,5,17) |
| 15 |
F, June 27 |
Review |
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| 16 |
M, June 30 |
Exam 1 ( Chapters 7,8 and 4 ) |
| 17 |
T, July 1 |
6.1 (1,9,10,12,19,23,30,39) |
| 18 |
W, July 2 |
6.2 (1,3,9,18,31) |
| 19 |
Th, July 3 |
6.3 (5,8,16,21,27,45) |
| 20 |
F, July 4 |
Holiday |
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21 |
M, July
7 |
6.4
(1,13,16abd); 6.5 (2,9,19,22) |
| 22 |
T, July 8 |
6.6 (1,5,8,15) |
| 23 |
W, July 9 |
6.6; 6.7 (1,16,24) |
| 24 |
Th, July 10 |
11.1 (13,14,21) |
| 25 |
F, July 11 |
11.2 (3,17) |
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| 26 |
M, July 14 |
11.3 (13,14,17) |
| 27 |
T, July 15 |
11.5 (3,9,19); 11.6
(5,13,14) |
| 28 |
W, July 16 |
11.6; 11.7
(1,11,20a1) |
| 29 |
Th, July 17 |
11.7; 11.8 |
| 30 |
F, July 18 |
11.8 (1,2,5,7) |
| 31 |
M, July 21 |
12.1 (4,7,14,19) |
| 32 |
T, July 22 |
Review
|
| 33 |
W, July 23 |
Exam
2 ( Chapters 6 and 11 ) |
| 34 |
Th, July 24 |
12.2; 12.3 (4,9,15,16) |
| 35 |
F, July 25 |
12.4 (5 use separation
of variables, 9) |
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| 36 |
M, July 28 |
12.5 (5,7,11,13,28,31) |
| 37 |
T, July 29 |
Review
|
| 38 |
W, July 30 |
Final Exam. |
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| Nghiem V. Nguyen |