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Contact information
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Course Registration:
Survey of
Calculus and its applications 2, section
H and
S
Credits: 4
Day, Time, Room:
section H
M W F, 3:00 PM - 3:50 PM 107 TALBERT,
North Campus
section S
T R, 8:00 AM - 9:20 AM
4 KNOX, North Campus
Dates:
01/12/2009 - 04/27/2009
Syllabus is posted in the Documents
section
Instructor:
Phu Vu
140 Math Building
State University of New York at Buffalo
Phone: 645 MATH ext 171
phuvu <at> buffalo <dot> edu
Office hours: Wednesdays, Fridays 1:00PM~2:00PM
Teaching Assistant:
Yasuhiro Abe
Office 125 Math Bdlg, Phone: 645 6284 ext 161
yabe2 <at> buffalo <dot> edu
Bryan Johns
Office 132 Math Bdlg, Phone: 645 6284 ext 166
brjohns <at> buffalo <dot> edu
Announcement
(outdated announcement is subjected to be
removed)
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Documents
(links are available for download)
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Be advised that I will only post a brief
note of the lecture content, that is, the most important topics. This is to help
students keep track of what are being taught in class. Examples, explanation,
problem solving strategies, ... will be presented in class.
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I will post homework
under this section, most likely all will be in pdf files. Some problems are from
text book, some are not. For those taken from textbook, I retype the problem
(i.e., you don't need to look up in the book), change it if necessary (make it
easier to understand or suit the course better), give hint (if problem is hard)
and put a reference number/page before each.
Occasionally , I will post some practice problems which will not be collected,
these will be titled practice. It is highly recommended that you are able
to do as many of them as possible, especially BEFORE each test. Solutions are
also provided, but very briefly, only to help students check up on their work.
Should you have any trouble solving some of them, come to my office hours.
|
January 12 Week 1 January 16 |
Semester starts. Homework 1 out. Review of functions of multi (2) variables, differentiation. Chapter 7: Partial derivatives. |
homework 1 lecture note 1 practice 1 |
| January 19 Week 2 January 23 |
No class on Martin Luther King Day,
Monday January 19 2009. Optimization. |
practice 2 |
| January 26 Week 3 January 30 |
Quiz 1. Lagrange multipliers and constrained optimization. Least square method. |
|
| February 2 Week 4 February 6 |
Homework 2 is out on first class. Chapter 9: 9.0 Introduction to integrals. Chapter 9: 9.1 Integration by substitution. |
|
| February 9 Week 5 February 13 |
Quiz 2. Chapter 9: 9.2 Integration by parts. Chapter 9: 9.3 Definite integration. |
|
| February 16 Week 6 February 20 |
Exam One on first class of the week. Chapter 9: 9.4 Approximate definite integrals |
|
| February 23 Week 7 February 27 |
Homework 3. Integration by partial fractions. Applications of integration. |
|
| March 2 Week 8 March 6 |
Quiz 3. Applications of integration. Chapter 10: Introduction to differential equations. A first glance and some strategies. |
homework
3 solution test One 122H solution test One 122 S solution |
| March 9 Week 9 March 13 |
Spring recess. No class for whole week. There might be an optional reading assignment for extra credits. | |
| March 16 Week 10 March 20 |
Homework 4. Chapter 10: 10.1 Solutions of differential equations: Examples. Chapter 10: 10.2 Separable of variables: simple versions |
|
| March 23 Week 11 March 27 |
Quiz 4. Chapter 10: 10.2 Separable of variables: mixed versions Chapter 10: Approximation solutions of differential equations |
|
| March 30 Week 12 April 3 |
Homework 5. Chapter 10: (more) Applications of differential equations Chapter 12: 12.1 Introduction to probabilities |
|
| April 6 Week 13 April 10 |
Quiz 5 (optional). Exam Two (take home) will be released on Friday night (time counts starting week 14 though). Chapter 12: 12.1 Discrete Random Variables. Introduction to continuous random variables. |
Euler's method in Excel |
| April 13 Week 14 April 17 |
Chapter 12: 12.2 Continuous Random
Variables and some applications. Exam Two overview |
|
| April 20 Week 15 April 24 |
Exam Two due on first class. Announcement and Review about test Three. |
|
| April 27 | Exam Three. | |
| April 29 | Return of Exam Three, in my office. |
Grades
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