1. The course webpage can easily be viewed from the computers in the Math Lab (S525 Ross). The tutors there can assist you.
2. Much of the information on the course webpage as pdf files. To read these files, your computer must have an Adobe Acrobat reader. If you do not have this program, it can be downloaded for free from http://www.adobe.com Just click on plug-ins & upgrades at the Adobe website.
   If the solutions look like a bad fax, view them with magnification. Alternatively, print the solutions. Either method produces a good looking document.
3. If you get an error message when trying to read a pdf file, it is probably being downloaded too slowly to your computer. Click on the item with your right mouse button and select "save link as". An icon will be saved on your screen. Click on that icon and Acrobat will open the file properly.
4. Problem Sessions will be held on Fridays, 3:30 to 4:20 in N501 Ross. The first Problem Session will be held on Friday, Sept. 22.
5. Exam 1 will be given in class on Friday, October 11th, on Sections 7.11, 7.12, 8.5 and 9.2.
   • There will be ten short questions.
   • There will be no questions on polar or cylindrical coordinates.
   • There will be no questions asking you to integrate, rather questions will ask: set up an integral but do not integrate.
   • Know how to check whether a theorem applies to a given example by checking the hypotheses.
   • Know how to apply the conclusions of a theorem to a given example.
6. Exam 2 will be given in class on Monday, November 18 on Sections 9.3 through 9.7.
   • There will be ten short questions. You will be required to answer the first question and then choose 7 of the remaining 9 questions.
   • Questions will ask you to set up integrals but will not ask you to evaluate them.
   • Know the statements of Green's Theorem, Generalized Green's Theorem and the two vector forms of Green's Theorem.
   • There will be no questions on change of coordinates in a line integral.
   • You will not be given any formulas.
   • Know how to parametrize a circle and a line segment.
   • Know the notation C#E on page 588.
   • Know the polygonal path notation P_0P_1 cup P_1P_2 cup ... cup P_{n-1}P_n on page 103.
7. There will be Problem Sessions as usual on November 22 and November 29.
8. The course evaluation will take place in class on Tuesday, December 3.
9. Old math final exams are avialable for $2 each from Club Infinity, N537 Ross, 10:00 a.m. to 4:00 p.m. until December 3.
10. I will not be in Toronto the week of Dec.2 through Dec. 6. Therefore:
    • Classes are cancelled for December 2 and December 3.
    • I will have no offices hours from Dec. 2 through Dec. 6.
    • Prof. Purzitsky will try to help you with any questions.
      His offfice hours are Monday, 9:30 a.m. to 11:20 a.m. and Tuesday, 8:30 a.m. to 11:20 a.m. in N606 Ross.
      He will also respond to e-mail questions: purzit@mathstat.yorku.ca
11. The final exam will be given on Thurday, December 5, from 12:00 to 3:00 p.m. in Stedman Lecture Hall E.
    Note this change to the original posting by the Office of the Registrar.
    • You will choose and answer 20 of 25 questions.
    • There will be 3 questions on Sections 7.11 and 7.12, 2 questions on Section 8.5, 7 questions on Sections 9.2 through 9.5, 8 questions on Sections 9.6 through 9.9 and 5 questions on Sections 5.8, 5.9, 7.13, 9.12.
    • You will not be asked to state any theorems or definitions, but you will need to know how to apply them to specific examples.
    • The style of the questions is similar to our 2 hour exams.
    • The questions are shorter and easier than last year's final exam.
    • You will be given the same sheet of formulas as on Exam 2.
    • There are no questions on change of coordinates in line or surface integrals.
    • You will be asked to set up, but not evaluate, any nontrivial integral.
    • The final exam marks and courses grades are posted on this website.