Multivariable Calculus Multivariable Calculus
Math 215
Winter 2004
Prof. H. Riecke



Textbook:
Multivariable Calculus, by Edwards & Penney, 6th edition

Syllabus:

Multiple Integration Chapter 12 (4-5 weeks)

14.1-3 Double integrals
14.8 Surface Area
14.6 Triple integrals
14.7 Polar, cylindrical, and spherical coordinates
14.9 Change of variables in multiple integrals
Applications of multiple integration
Vector Calculus Chapter 13 (4-5) weeks
15.1 Vector fields, div, grad, and curl
15.2 Line integrals
15.3 Fundamental theorem and path independence
15.4 Green's theorem
15.5 Surface integrals
15.7 Divergence theorem (Gauss)
15.7 Stokes' theorem
Applications of vector calculus

Discussion Sections
Thursday 11am in M152 and L251 Teaching Assistants:
TBA
In addition you can also talk to
TBA

No discussion section during first week of classes

Office Hours:

Hermann Riecke: TBA, M458

TBA
At other times (M-F afternoons and evenings): check out tech tutoring.

Homework Assignments:


Grading:

30% Quizzes (drop lowest quiz score)
20-minute quizzes at end of the discussion section are based on homework problems.

20% each midterm
on Multiple Integration (Chapt.14) .
on Vector Calculus (Cahpt.15)

30% Final
(common with other tech sections, comprehensive, emphasis on Vector Calculus)
Wednesday, March 17, 7-9pm

No make-up quizzes, make-up exams except for excused absences.