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Week 1
 introduction, overview, vectors, dot product
Colley 1.1, 1.3
 cross product, parametric equations, distance
Colley 1.2, 1.41.5
 multivariable functions, graphing
Colley 2.1
Week 2
 limits, continuity
Colley 2.2
 derivatives, partial derivatives, tangency
Colley 2.3
Week 3
 more derivatives, higher order partial derivatives
Colley 2.32.4
 chain rule
Colley 2.5
 directional derivatives, gradient
Colley 2.6
Week 4
 area, volume, double integrals
Colley 5.15.2
 changing the order of integration, polar coordinates
Colley 5.3
 triple integrals
Colley 5.4
Take Home Exam given out
Week 5
 more triple integrals, cylindrical and spherical coordinates
Colley 1.7, 5.5
 parametrized curves, velocity, acceleration, arclength
Colley 3.13.2
 vector fields
Colley 3.3
Week 6
 gradient, divergence, curl, del operator
Colley 3.4
 scalar line integrals, vector line integrals
Colley 6.1
 Green's Theorem
Colley 6.2
Week 7
 scalar surface integrals
Colley 7.2
 review for final
 Final Exam in class on Friday
