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Schedule for Fall 2002
Calculus III

  Mon Tue Wed Thu Fri
August 26
Introduction
Section 10.1
Vectors in the Plane
 27



28
Section 10.2
Space Coordinates and Vectors in Space 		29


30
Section 10.3
The Dot Product of Two Vectors
September 2
Labor Day Recess
 3



 4
Section 10.4
The Cross Product of Two Vectors in Space 		5



 6
Section 10.5
Lines and Planes in Space
9
Section 10.6
Surfaces in Space
 10



 11
Section 10.7
Cylindrical and Spherical Coordinates		 12



 13
Section 11.1
Vector-Valued Functions
16
Section 11.2
Differentiantion and Integration
of Vector-Valued Functions		 17



 18
Review & Catch up
Section 11.3
Velocity and Acceleration		 19



 20
Test I
23
Section 11.3
Velocity and Acceleration
Spiritual Emphasis Week

 24


 25
Section 11.4
Tangent Vectors and Normal Vectors
Spiritual Emphasis Week

 26


 27
Section 11.5
Arc Length and Curvature
Spiritual Emphasis Week
October 30
Section 12.1
Introduction to
Functions of Several Variables		 1



 2
Section 12.2
Limits and Continuity		 3



 4
Section 12.3
Partial Derivatives
7
Section 12.4
Differentials 		8



 9
Section 12.5
Chain Rules for
Functions of Several Variables 		10



 11
Section 12.6
Directional Derivatives and Gradients
14
Section 12.7
Tangent Planes and Normal Lines		 15



 16
Section 12.8
Extrema of Functions of Two Variables		 17


 18

Fall Break
21
Section 12.9
Aplications of Extrema of
Functions of Two Variables 		22



 23
Review & Catch up
Section 13.1
Iterated Integrals and Area in the Plane 		24



 25
Test II
28
Section 13.2
Double Integrals and Volume 		29


 30
Section 13.3
Change of Variables: Polar Coordinates		 31


 1
Section 13.4
Center of Mass and Moments of Inertia
  Mon Tue Wed Thu Fri
November 4
Section 13.5
Surface Area 		5



 6
Section 13.6
Triple Integrals and Applications 		7



 8
Section 13.7
Triple Integrals in Cylindrical
and Spherical Coordinates
11
Section 13.8
Change of Variables: Jacobians 		12



 13
Section 14.1
Vector Fields 		14



 15
Section 14.2
Line Integrals
18
Section 14.3
Conservative Vector Fields and
Independence of Path		 19


 20
Review & Catch up 		21

 22
Test III
25
Surface Area, Energy and
Minimal Surfaces 		26



 27
Thanksgiving Break
 28



 29
Thanksgiving Break
December 2
Section 14.4
Green's Theorem 		3



 4
Section 14.5
Parametric Surfaces 		5



 6
Section 14.6
Surface Integrals
9
Section 14.7
Divergence Theorem 		10



 11
Section 14.8
Stokes's Theorem 		12



 13
Review
16
 17
 18
Final Exam
8:00-10:00 AM
 19 20

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Last modified on 22-Aug-2002
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