Syllabus
Class Diary
For our course, you may find pages 8-10 and 16-18 of this
Linear
algebra glossary useful.
Some notes for the first few class meetings of
the semester (Vectors and points and their use for MV functions.
Coordinate transformations. Continuity. Open, closed, boundary)
Derivatives in multi-variable functions
(last updated March 15, as handed out in lecture of Mar 13; now 32 pages)
Integrals; a concise overview over the lecture
Homework 1-5
--- solutions
[Tue 1/27 about 4pm: I added a picture to Solution number 2]
Homework 6-10
--- solutions
[Sun 2/1 about 2:20pm: I added a picture to Sol number 8]
Homework 11-14
--- solution 11 only
--- solutions 12-14
Homework 15-20
--- solutions
Homework 21-28
--- solutions
Concerning Pblm # 25:
In case you have weaknesses in `seeing' 3-dimensional geometry, you can
build your own rhombododekahedron with glue and scissors
after printing this model construction
page out.
Homework 29-31
--- solutions
Homework 32-38
--- solutions
Homework 39-46
--- solutions
Homework 47-51
--- solutions
Homework 52-55
--- solutions
For graphing in polar coordinates, you may want to print out this sheet of polar coordinate paper (pdf) (you do need a ruler, though) --- same in PostScript
For precise graphics in cartesian coordinates, you find here files that
print a decimal grid on
a sheet of paper, with the small square 1mm, 2mm or 3mm sidelength.
I tested the postscript version of the files on one laser printer.
The quality of the actual outcome may be hardware dependent.
| size | PostScript | |
|---|---|---|
| 1mm | 1mm:ps | 1mm:pdf |
| 2mm | 2mm:ps | 2mm:pdf |
| 3mm | 3mm:ps | 3mm:pdf |