Practice 1

  Nghiem V. Nguyen

MATH 426
Phone: (765)494-1986
Email: nvnguyen(at)math.purdue.edu

Department of Mathematics Purdue Univeristy


 
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.  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).

Students with disabilities: Students who have been ceritified by the Office of the Dean of Students Adaptive Programs as eligible for academic adjustments should go to MATH 242 with a copy of 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.  It is not the same as last semester.  This should be done during the first week of classes.  Only students who have been certified by the ODOS-Adaptive Programs and who have requested ODOS to send their certification letter to their instructor are eligible for academic adjustments.


Textbook:
Advanced Engineering Mathematics (9th ed).
Erwin Kreyszig.
ISBN: 978-0-471-48885-9.


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



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



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
 6.4 (1,13,16abd)



21
 M, July 7
 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)



26
 M, July 14
 11.3 (13,14,17)
27
 T, July 15
 11.4 (2,3,9,10)
28
 W, July 16
 11.5 (3,9,19); 11.6 (5,13,14)
29
 Th, July 17
 11.7 (1,11,20a1)
30
 F, July 18
 11.8 (1,2,5,7)



31
 M, July 21
 11.9 (3,4,7)
32
 T, July 22
 Review
33
 W, July 23
 Exam 2 ( Chapters 6 and 11 )
34
 Th, July 24
 12.1 (4,7,14,19)
35
 F, July 25
 12.2; 12.3 (4,9,15,16)



36
 M, July 28
 12.4 (5 use separation of variables, 9)
37
 T, July 29
 12.5 (5,7,11,13,28,31)
38
 W, July 30
 Discussion of selected topics
39
 Th, July 31
 Discussion of selected topics
40
 F, Aug 1
 Review

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Nghiem V. Nguyen