Class Schedule for M223

Note: The section, page, and exercise numbers refer to the text, Multivariable Calculus, by Edwards & Penney,  Prentice Hall. Homework assignments are subject to minor changes;
 
Wk Date Ch. Topic     Homework
1 M,  Jan 14 11.2  Coordinates and vectors in space   
W,  Jan 16 11.2  Dot product of two vectors   hw
 F,  Jan 18 11.3  Cross product of two vectors   hw
2
W,  Jan 23 11.4  Lines and planes in space   hw
F,  Jan 25 11.5  Curves and motion in space    hw
3 M,  Jan 28 11.5  Differentiation of vector-valued functions    hw
W,  Jan 30 11.6  Unit tangent and normal vectors   hw
 F,  Feb 1 11.6  Curvature   hw
4 M,  Feb 4 11.6  Components of acceleration   hw
W,  Feb 6 11.7  Cylinders and  quadric surfaces   hw
F,  Feb 8 Review   hw
5 M,  Feb 11 Test 1, in class  
W,  Feb 13 11.8  Cylindrical and spherical coordinates   hw
F,  Feb 15 12.2  Functions of several variables   hw
6 M, Feb 18 12.4  Partial derivatives   hw
W,  Feb 20 12.4  Partial differential equations   hw
F,  Feb 22 12.5  Maxima and minima   hw
7 M,  Feb 25 12.7  The chain rule   hw
W,  Feb 27 12.8  Directional derivatives and gradients   hw
F,  Feb 29 12.8  Gradients and tangent planes   hw
8 M,  Mar 3 Review   hw
W,  Mar 5 Test 2, in class  
F,  Mar 7 13.1  Double integrals   hw
9 M,  Mar 17 13.2  Double integrals over non-rectangulat domains   hw
W,  Mar 19 13.3  Area and volume by double integrals   hw
F,  Mar 21 13.4  Double integrals in polar coordinates   hw
10 M,  Mar 24 13.5  Applications of double integrals   hw
W,  Mar 26 13.6  Triple integrals   hw
F,  Mar 28 13.7  Integrals in cylindrical and spherical coordinates   hw
11 M,  Mar 31 13.8  Parametric surfaces and surface area   hw
W,  Apr 2 14.1  Vector fields   hw
F,  Apr 4 14.2  Line integrals   hw
12 M,  Apr 7 14.2  Work and circulation   hw
W,  Apr 9 14.3  The Fundamental Theorem for line integrals   hw
F,  Apr 11 Review   hw
13 M,  Apr 14 Test 3,in class  
W,  Apr 16 14.4  Green's Theorem   hw
F,  Apr 18 14.4  Vector forms of Green's Theorem   hw
14 M,  Apr 21 14.4  Point vortex fields, point sources and sinks   hw
W,  Apr 23 14.5   Surface integrals   hw
F,  Apr 25 14.6    The Divergence Theorem   hw
15 M,  Apr 28 14.6  Gauss's Law   hw
F,  May 2
FINAL EXAM, 8:30-11:30am