Math 324 A, D – Spring 2012


Time: Section A, 9:30-10:30 MWF; Section D, 12:30-1:20 MWF
Place: Section A, Mechanical Engineering 103; Section D, Loew 102
Instructor: Brendan Pawlowski
Office: Padelford C-109
Office hours: Tuesday 3-5, Friday 2-3:30
Text: Stewart 6th edition (Early Transcendentals)
Email: [...]@math.washington.edu, where [...] = salmiak

Prerequisites

You should be comfortable with single-variable integration and differentiation, partial derivatives, and basic properties of vectors (doing arithmetic with them, dot product, cross product, etc.). We'll also use double (and triple) integrals often, so you may want to refresh yourself on those if necessary, but we'll cover them again in any case.

Several ideas in this course are best seen through the lens of linear algebra. If you don't know anything about linear algebra, don't worry, it's not a prerequisite and I won't assume any knowledge of it. But if you do, it might be worth reviewing a few things, since there will be times I'll take a minute or two to give an additional linear-algebraic explanation of something. In particular, matrix multiplication helps to demystify the chain rule in multiple variables, and the geometric properties of determinants explain the change of variables formula for multiple integrals.

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