http://interval.louisiana.edu/courses/362/362-02-fa-16-syllabus.txt

Math. 362 tentative syllabus 
(Fall, 2015, R. B. Kearfott)

Wiley Plus problems on each topic will be given as
the topics are presented.  The topics and sections
are from "Elementary Linear Algebra, Applications Version",
11th edition, by Howard Anton and Chris Rorres.  This 
schedule will be modified as we proceed.

 	Section		Material

 1.	1.1		Intro. to linear systems
 			(geometry, row operations)

 2. 	1.2		Gaussian elimination
			(Row echelon and reduced row
			echelon form; free variables,
			homogeneous systems)

 3.   First exam
 
 4. 	1.3, 1.4	Matrix operations, inverses	        	

 5. 	1.5, 1.6	More on inverses

 6. 	1.7, 1.8	Types of matrices, matrices as
               linear transformations.

 7.   1.9 Applications 
          (chemical balance, electrical circuits)
 
 8.   Second exam

 9.   2.1, 2.2  Determinants by cofactor expansion
 		          and by row reduction.

10.   2.3 Cramer's rule and review.

11.   Third exam

10.	3.1, 3.2	vectors, norm, dot-product, distance
               (Note: the material in 3.3 and 3.4 are
               covered in our Math. 302 course;  that is
               the only reason they are omitted here.)

11.	3.3 Orthogonality

12.	3.4 Geometry of linear systems

13.	3.5 Cross product

14.   Fourth exam

15.	5.1 eigenvalues and eigenvectors; bases

16.	5.2, 5.3	diagonalization, matrix factorizations, 
			      complex vector spaces.

17.	5.4 eigenvalues and eigenvectors in differential
			 equations.

21.	Review

22.	Fifth exam

26.	Review

27.	Time permitting, we will also cover topics from
      chapter 4.