SPRING 2005 MATH2374 - IT Multivariable Calculus and
Vector Analysis
Instructor
Prof. Duane Nykamp
Lecture
VinH 16 (map)
WF 9:05-9:55am
Section
#12
Discussion
KoltH S170 (map)
Tu 11:15am-12:05pm
Lab
LindH 1 (map)
Th 11:15am-1:10pm
Office hours
Monday 2:30-3:30pm
LindH 1
(computer lab)
(changed!)
Thursday 2:30-3:30pm
VinH 360 (map) (my
office in the math building)
Course web sites
http://www.math.umn.edu/math2374
http://www.webct.umn.edu or directly at https://webct3.umn.edu/SCRIPT/MATH2374_s05_10x/scripts/serve_home
Hand-outs
(Make sure
to clear the cache of your
browser in order to load the latest version)
Complement
to "First Week Hand-out" (posted 1/17)
Examples for assignment
#1
Remarks on assignment
#1
Examples for assignment
#2
Examples for assignment
#3
Examples for assignment
#4
Tangent
planes: How to find the equation of a tangent plane.
Double
integrals.
Parametrized
curves:
Velocity, speed and acceleration along a path.
Line
integrals
Examples for assignment
#8
Preparing
for Exam
2: Something I wrote last
semester (but still valid), a complement to
"study guide for exam 2"
How to find
the scalar
potential of a conservative vector field?
(modified 4/4) Triple
integrals
Something from last semester: Solutions to some homework problems from section
5.5 (posted
4/20)
Change
of coordinates: Cartesian, Cylindrical, and Spherical Coordinates
Change
of variables
(extended 4/11)
Parametrized
Surfaces
Stokes'
Theorem
Preparing for Midterm III: Some
worked out exercises.
Gauss theorem (or the
divergence theorem)
Solution
to problem 4, midterm III
Labs
labtips.nb
(RIGHT-click and save to disk) or labptips.pdf
(pdf version-just click to view): troubleshooting,
list of functions we have used, how to graph using
Mathematica, and other tips.
What I expect in your report for Lab1.
What I expect in your report for Lab2A.
Hints for Lab2B.
© 2005, Antoine Choffrut
choffrut[AT]math.umn.edu
The University of Minnesota explicitly requires that
I
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