S
outhwestern
Calculus III
MATH 283
Adventist University
Lawrence E. Turner,
Ph.D.
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Turner
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