Textbook (same as last quarter):
Calculus: An Introduction to Applied Mathematics, by Greenspan and Benney (GB)

Syllabus:

Multiple Integration GB Chapter 7, 4-5 weeks

7.1 Double integrals

7.2 Change of variables

7.3 Triple integrals

7.4 Surface integrals

7.5 Applications of multiple integration

8.1 Vector fields

8.2 Line integrals

8.3 Vector operators: div, grad and curl

8.4 Operator identities

8.5 Divergence theorem (Gauss)

8.6 Green's theorem and Stokes' theorem

8.7 Applications, including an introduction to fluid motion

30% Homework

30% Midterm (on Multiple Integration) in class, date TBA

40% Final (comprehensive, emphasis on Vector Calculus) 9 - 11 am March 21, 2002

No late homework or make-up exams except for excused absences.

You may discuss homework problems, but every student is expected to write up his/her homework individually - failure to do so may result in loss of credit.

Office Hours:
Hermann Riecke (M458): Mo 5-6, We 3:30-5
Elaine Spiller (M459): Tu 1-3, Th 5:30-6:30

Discussion Sections: Thursday: 10-11
Elaine Spiller in L221 (last names A-J), Scott Kukuck in M164 (last names K-Z)

Last year's final with solutions

Review sheet for midterm: html, PS, PDF
Review sheet for final: html, PS, PDF
Solutions 1 Solutions 2

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