tower
  Southwestern
Calculus III  
MATH 283  
   Adventist University
 
Lawrence E. Turner, Ph.D.
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Course Materials

Beauty is the first test; there is no permanent place in the world for ugly mathematics.
G. H. Hardy


paper return form

sample tests


Chapter 10     Vectors and Motion in Space
 objectives
 handouts
  no handout available
 assignments
 sample test questions

  test 1 (chapter 10)   summary

Chapter 11     Multivariable Functions and Their Derivatives
 objectives
 handouts
  no handout available
 assignments
 sample test questions

  test 2 (chapter 11)   summary

Chapter 12     Multiple Integrals
 objectives
 handouts
  no handout available
 assignments
 sample test questions

  test 3 (chapter 12)   summary

Chapter 13     Integration in Vector Fields
 objectives
 handouts
  no handout available
 assignments
 sample test questions

  final exam (chapter 13 and comprehensive)   summary


The integral of a differential operator acting on a field over a region equals the sum of the field components appropriate to the operator over the boundary of the region.


 
 
© 2007, 2009 by Lawrence Turner