• Syllabus for Math 020 (2 pages)   
  
• Link showing the textbook (it is available in the UVM bookstore)
  
• My generic UVM syllabus 
• Sanctions for academic integrity violations
• Why I will not compute your "current grade"   
  

• Homework    <---   Check out this page for Hints and Notes
  
• Points about Homework that are in the syllabus but are worth repeating:
• Complete homework assignments are posted under the link above.
  Some of it must be done through MyMathLab. However, a significant part
  of the homework will contain problems that are not available on MyMathLab.
  You must do them by hand and put them in some organized place (such as a notebook).
• MyMathLab homework for any given section will be made available on the day that we have covered some non-trivial part of that section in class. You are encouraged to begin
   working on the homework even before we complete the section  if you see that
   you can do some of the assigned problems (remember, you need to do both
   MyMathLab and non-MyMathLab ones). If we have not finished covering a section
   in class, stop working on the assigned problems when you see that we have
   not yet covered examples that match the assigned problems.
  
• Assignments can be completed after the due date, but there will be a 20 %
   late penalty per day on any work (on MyMathLab) completed after the due date.
  
• The purpose of the homework is to help you master the techniques covered in class.
  As such, homework problems will be substantially based on examples and material presented in class. Therefore, you should study your notes before you attempt the homework, and mimic your solutions on the examples in the notes and (occasionally) on the indicated examples from the book.
• See the instructor for help as soon as you notice having difficulty with the homework.
  


• Enrolling in MyMathLab 
  
•  Class code:  lakoba05692 
• Note that if you have recently taken math 19, you can use your existing account with Pearson/MyMathLab to register this semester; you will not have to pay any additional fees.
• If you have not taken math 19 with the textbook used this semester (see above) and have difficulty enrolling in MyMathLab, please let me know as soon as possible.
  
•  
  

• Instructions for doing extra credit assignments (please read them before you attempt to do one) 
  
• What to do if you received a low grade on a quiz  and want to improve your future grades
I really think that the above 3-step review will help you if you follow the directions.

• Preparation sheet for Test 1   
  
• Test 1 will be on Friday, March 3 
  
• Example of how NOT to prepare a formula sheet 
  
• Solutions for Test 1  
  
• Preparation sheet for Test 2    
  
• Test 2 will be on Wednesday, April 5 
  
• Solutions for Test 2     
• Preparation sheet for Test 3  
• Solutions for Test 3      
  
• Preparation sheet for the Final Exam   
  

•  Lecture Notes
  

• Lecture 1 - Review  / based on Secs. 5.{1,2,5} (of Chap. 5)
  
• Accompanying HW: 1, 2, 3
  
• Lecture 2 - Area between two curves - Theory  / based on Sec. 6.1
•  Accompanying HW: 4
  
• Lecture 3 - Area between two curves - Applications  / based on Secs. 6.1, 6.2 & 5.5  
  
• Accompanying HW: 5, 6 
  
• Lecture 4 - Integration By Parts  / based on Sec. 6.3
  
• Accompanying HW: 7, 8, 9
  
• Lecture 5 - Numerical integration / based on Sec. 6.4
  
• No HW
  
• Lecture 6 - Improper integrals / based on Sec. 11.1
  
• Accompanying HW: 10, 11
  
• Lecture 7 - Probability density function / based on Sec. 11.2
  
• Some impressive polyhedra 
  
• Accompanying HW: 12, 13 
  
• Lecture 8 - Expected value (mean, average), Variance, Standard deviation, Median / based on Sec. 11.3
  
• Accompanying HW: 14, 15
  
• Lecture 9 - Exponential and Normal (Gaussian) PDFs / based on Sec. 11.4
  
• Accompanying HW: 16, 17, 18
  
• Table 2 of Appendix C 
  
• Lecture 10 - Differential Equations: Introduction & What to expect / based on Sec. 9.1  
  
• Accompanying HW: 19, 20, 21 
  
• Lecture 11 - Separable differential equations, with Applications / based on Sec. 9.2
  
• Accompanying HW: 22, 23
  
• Appendix on the Absolute Value function 
• Lecture 12 - Linear differential equations, with application to Mixing / based on Sec. 9.3
• Accompanying HW: 24  
  
• Lecture 13 - Functions of several variables and Vizualization of functions of 2 variables / based on Sec. 7.1 
  
• Accompanying HW: 25
  
• Lecture 14 - Partial derivatives / based on Sec. 7.2
  
• Accompanying HW: 26
  
• Lecture 15 - Extrema of functions of 2 variables / based on Sec. 7.3
  
• Accompanying HW: 27 
  
•