MTH 122

Survey of Calculus
and

Applications


Contact information

    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Announcement (outdated announcement is subjected to be removed)


Documents (links are available for download)

Syllabus
                        class handout        html

Class Schedule and Lecture Notes
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.

Homework and Practice
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.

practice 3
excel worksheet

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.

homework 2
lecture note 2
practice 4

February 9
Week 5
February 13
 Quiz 2.
 Chapter 9: 9.2 Integration by parts.
 Chapter 9: 9.3  Definite integration.

 exam 1 review
homework 2 solution
optional assignment

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.

homework 3

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.

 optional assignment

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

 SB assignment solution
homework 4

March 23
Week 11
March 27
 Quiz 4.
 Chapter 10: 10.2 Separable of variables: mixed versions
 Chapter 10: Approximation solutions of differential equations

lecture note 3

March 30
Week 12
April 3
 Homework 5.
 Chapter 10: (more) Applications of differential equations
 Chapter 12: 12.1 Introduction to probabilities 

 homework 4 solution
homework 5

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

 lecture note 4
 Test Two
homework 5 solution

April 20
Week 15
April 24
 Exam Two due on first class.
 Announcement and Review about test Three.

test Two solution

April 27  Exam Three.  
April 29  Return of Exam Three, in my office.  

 


Grades

section m5b                            section m5b