August 25 (chalkboard talk - intro to course)
August 26 (scalar multiplication, vector addition, and dot products)
August 28 (cross products)
September 2 (Lines and Planes)
September 4 (Quadric Surfaces, Curvilinear coordinates, introduction to vector functions)
September 8 (Vector Functions)
September 9 (Vector Functions, TNB frames, velocity/acceleration)
September 11 (Vector Functions, Comments on Sept 10th worksheet, Trajectories)
September 15 (Introduction to Multivariable Functions)
September 16 (Newton's Derivation that Planets have elliptical orbits, partial differentiation)
September 22 (Partial Differentiation, Gradient)
September 23 (Tangent Planes)
September 25 (Chain Rule, Tangent Plane to Level Surfaces)
September 29 (Directional Derivatives, Introduction to Optimization)
September 30 (Relative and Absolute Extrema)
October 2 (Lagrange Multipliers)
October 6 (Introduction to Integration)