Date Reading Subject
Friday, Sept. 7 Section 1.1 Vectors in the Plane and Space
Monday, Sept. 10 Section 1.2 The Inner Product and Distance
Wednesday, Sept. 12 Section 1.3 2x2 and 3x3 Matrices and Determinants
Friday, Sept. 14 Section 1.4 The Cross Product and Planes
Monday, Sept. 17 Section 1.5 n-Dimensional Euclidean Space
Wednesday, Sept. 19 Section 1.6 Curves in the Plane and in Space
Friday, Sept. 21 Section 2.1 Graphs and Level Surfaces
Monday, Sept. 24 Section 2.2 Partial Derivatives and Continuity
Wednesday, Sept. 26 Section 2.3 Differentiability, the Derivative Matrix, and Tangent Planes
Friday, Sept. 28 Section 2.4 The Chain Rule
Monday, Oct. 1 Section 2.5 Gradients and Directional Derivatives
Wednesday, October 3 Section 2.6 Implicit Differentiation
Friday, Oct. 5 REVIEW FIRST MIDTERM EXAM
Monday, Oct. 8 BREAK
Wednesday, October 10 Section 3.1 Higher Order Partial Derivatives
Friday, Oct. 12 Section 3.2 Taylor's Theorem
Monday, Oct. 15 Section 3.3 Maxima and Minima
Wednesday, October 17 Section 3.4 Second Derivative Test
Friday, Oct. 19 Section 3.5 Constrained Extrema and Lagrange Multipliers
Monday, Oct. 22 Section 4.1 Acceleration
Wednesday, October 24 Section 4.2 Arc Length
Friday, Oct. 26 Section 4.3 Vector Fields
Monday, Oct. 29 Section 4.4 Divergence and Curl
Wednesday, October 31 Section 5.1 Volume and Cavalieri's Principle
Friday, Nov. 2 Section 5.2 The Double Integral over a Rectangle
Monday, Nov. 5 Section 5.3 The Double Integral over Regions
Wednesday, Nov. 7 Section 5.4 Triple Integrals
Friday, Nov. 9 Section 5.5 Change of Variables, Cylindrical and Spherical Coordinates
Monday, Nov. 12 Section 5.6 Applications of Multiple Integrals
Wednesday, Nov. 14 REVIEW Practice Problems
Friday, Nov. 16 REVIEW SECOND MIDTERM EXAM
Monday, Nov. 19 Section 6.1 Line Integrals
Wednesday, Nov. 21 BREAK
Friday, Nov. 23 BREAK
Monday, Nov. 26 Section 6.2 Parametrized Surfaces
Wednesday, Nov. 28 Section 6.3 Area of a Surface
Friday, Nov. 30 Section 6.4 Surface Integrals
Monday, Dec. 3 Section 7.1 Green's Theorem
Wednesday, Dec. 5 Section 7.2 Stokes' Theorem
Friday, Dec. 7 Section 7.3 Gauss' Theorem
Monday, Dec. 10 Section 7.4 Path Independence and the Fundamental Theorems
Wednesday, Dec. 12 REVIEW