** Math 200**
** Section 106**
** Fall 2018**

** Multivariable Calculus**

** Section Specific Information**

**Time/Place: **MWF 15:00-16:00, LSK 200

**Instructor: ** K. Behrend

**Office Hours: **

Mondays: 11:00-12:00

Wednesdays: 16:00-17:00

Math Annex 1213.

**TA: ** N. Lawrence

**Office Hours: **

Wednesdays: 12:00-13:00

Fridays: 12:00-13:00

Math Building 201.

**Math Learning Centre: **

Monday-Friday: 11:00-17:00

LSK 301 and 302

This is also where you will pick up your marked tests.

**Central
Course Page** contains the syllabus, policies,

practice problems, textbook information, webwork link, etc.
** **

**Tests: ** There will be four in-class tests, each
approximately

20 minutes in duration.

The following applies to all tests in Math 220:

No aids of any kind: no calculators, no notes, no books.

No cell phones, no ipods, no electronic devices of any kind.

If you miss one of the tests for medical reasons, you need to

promptly inform the instructor, and provide a physician's note

specifically stating that you were medically unfit to write the missed

exam on that day. No make-up exams will be given. Your grade

will be based on the other course components.

** Test 1** Friday, Sep. 21: 3-D geometry

** Material:** All Material covered in class up to and inluding
Friday, September 14. In the textbook CLP3 this corresponds to
sections 1.1, 1.2 (skip the optional ones), 1.7, 1.8, 1.9. In
particular, know the distance formula between two points, understand
the technique of sketching a surface by identifying its 'traces' with
constant coordinate planes. Know the basics of vector arithmetic.
Know the dot product, the angle formula, and projections. Know the
cross product, its geometric meaning and the corresponding formulas
for the area of parallelograms and volume of parallelepipeds.

Review in-class examples, webwork problems from the first two
assignments, as well as suggested problems listed on the central
course page.

**Note. ** You must at least know how to sketch the following in
the xy-plane: parabolas, ellipses, hyperbolas, and graphs of sine,
cosine,
exponential and logarithm. Do not memorize names of various 'quadtric
surfaces' or other families of surfaces in 3D.

Friday, Oct. 12: Differentiation I

Friday, Oct. 26: Differentiation II

Friday, Nov. 16: Integration