Class Schedule for MATH 223

!!! Be sure to read math 223 langer  for explanation of course requirements, grading policies, how to reach me, etc.  
 
Wk Date Ch. Topic     Homework / Solutions 
1 M,  Aug 24 11.1  Review: Vectors   Install Mathematica
W,  Aug 26 11.2  Review: Dot product of two vectors   hw1/ hws1
F,  Aug 28 11.3  Review: Cross product of two vectors   hw2/ hws2 
2 M,  Aug 31 11.4  Review: Lines and planes   hw3/ hws3
W,  Sept 2 11.5  Curves and motion in space   hw4/ hws4 
 F,  Sept 4 11.6  Velocity and acceleration   hw5/ hws5 
3 W,  Sept 9 11.6  Speed and arclength   hw6/ hws6
 F,  Sept 11 11.6  Curvature of plane curves; T and N   hw7/ hws7 
4 M, Sept 14 11.6  T and N components of acceleration   hw8/ hws8 
W, Sept 16 Review (practice problemssolutions)  
F,  Sept 18 Midterm Exam 1  (solutions)  
5 M,  Sept 21 11.7  Cylinders and quadric surfaces  hw10/ hws10
W,  Sept 23 12.1--2  Functions of several variables  hw11/ hws11 
F,  Sept 25 12.2  Graphs and level set diagrams  hw12surfaceplots  / gallery12.pdf  / gallery12.nb  
6 M, Sept 28 12.4  Partial derivatives  hw13/ hws13
W,  Sept 30 12.5  Maxima and minima  hw14/ hws14
F,  Oct 2 12.7  The chain rule  hw15/ hws15
7 M,   Oct 4 12.8  Directional derivatives and gradients  hw16/ hws16
W,  Oct 7 12.8  Gradients and tangent planes  hw17/ hws17
F,   Oct 9 12.9  Lagrange Multipliers  hw18/ hws18
8 M,   Oct 12 12.10  Critical Points of f(x,y)  hw19/ hws19
W,   Oct 14 Review (practice problemssolutions)  
F,   Oct 16 Midterm Exam 2  (solutions)  
9 W,  Oct 21 13.1  Double integrals  hw20/ hws20
F,  Oct 23 13.2  Non-rectangular domains  hw21/ hws21
10 M,  Oct 26 13.3  Area and volume by double integrals  hw22/ hws22
W,  Oct 28 13.4  Double integrals in polar coordinates  hw23/ hws23
F,  Oct 30 13.5  Applications of double integrals  hw24/ hws24
11 M,  Nov 2 13.5  Symmetry arguments for integrals  hw25/ hws25
W,  Nov 4 13.6  Triple integrals  hw26/ hws26
F,  Nov 6 13.7  Triple integrals in curvilinear coordinates  hw27/ hws27
12 M,  Nov 9 13.7  Applications of triple integrals  hw28/ hws28
W,  Nov 11 Review  (practice problemssolutions)  
F,  Nov 12 Midterm Exam 3  (solutions)  
13 M,  Nov 16 14.2  Vector fields   hwvf/ hwsvf
W,  Nov 18 14.2  Line integrals
  hw29/ hws29 
F,  Nov 20 14.3  Work and circulation    hw30/ hws30
14 M,  Nov 23 14.4  Fundamental Thm.  for line integrals   hw31/ hws31
W,  Nov 25 14.4  Conservative vectorfields
hw32/ hws32
15 M,  Nov 30
14.4  Green's Theorem  hw33/ hws33
W, Dec 2
14.4  The planar Divergence Theorem  hw34/ hws34
F, Dec 4
14.4  Point sources, sinks, and vortices  hw35/ hws35
16 T,  Dec 8
Review Session: Monday (practice problems,  solutions)
FINAL EXAM:  Tuesday, 4:00--7:00 pm.