MTH 255 Schedule

A rough schedule appears below. Major changes will be recorded here, but check the announcements page for updates.
Lesson numbers refer to the Study Guide; the topics in each lesson are listed below, and the corresponding sections in the text can be found here.
Week
Mon
Tue
Wed
Thu
Fri
1
 Review   Lessons 1 & 2 Lab 1: Acceleration Lessons 1 & 2
2
 Lesson 2   Lesson 3 Lab 2: Hill Lesson 3
3
 Lesson 4   Lessons 4 & 5 Lab 3: Differentials I Review
4
 Midterm 1   Lesson 6 Lab 4: Differentials II Lesson 7
5
 Lesson 7   Lesson 8 Lab 5: Line Integrals Lesson 8
6
 Lesson 9   Lesson 10 Lab 6: Green's Theorem Review
7
 Midterm 2   Lesson 10 Lab 7: Divergence & Curl Lesson 11
8
 Lessons 11 & 12   Lesson 12 Lab 8: Change of Variables Lesson 13
9
 (no class)   Lessons 13 & 14 Lab 9: Stokes' Theorem Lesson 14
10
 Lesson 15   Lesson 15 Lab 10: Divergence Theorem Review
    Final      
Lesson 1: Parametric Curves
Lesson 2: Arc Length, Curvature, Acceleration
Lesson 3: Directional Derivatives and Gradient
Lesson 4: Maxima/Minima Problems
Lesson 5: Lagrange Multipliers
Lesson 6: Vector Fields
Lesson 7: Line Integrals
Lesson 8: Independence of Path
Lesson 9: Green's Theorem
Lesson 10: Curl & Divergence
Lesson 11: Change of Variables
Lesson 12: Parametric Surfaces
Lesson 13: Surface Integrals
Lesson 14: Stokes' Theorem
Lesson 15: The Divergence Theorem