Text: Linear Algebra (third ed) by Fraleigh & Beauregard
Attendance at each class is expected.
The following calendar gives a timetable for the course. You
should work out most of the problems given below.
Week 
Events 
Sections 
Problems 
Jan 19 
Classes start: Wed Jan 21 
1.1 Vector in nspace 
1,9,13,18,21,27,33,35,38,39 
Jan 26 

1.2 Dot products 1.3 Matrices 
133 odd 6, 1121, 40, 42 
Feb 2 

1.4 Systems of linear eqs 1.5 Inverses of square matrices 
1, 4, 7, 10, 13, 21, 23, 25, 27, 29, 41, 43, 45, 49 3, 5, 7, 9, 11, 15, 17, 23, 24, 26, 27, 31, 33 
Feb 9


1.6 Homogeneous systems, subspaces, bases 2.1 Independence & dimension 
119 odd, 2531, 38, 45 131 odd 
Feb 16 
No Mon classes, Mon classes meet Wed. Test # 1: Tuesday 
2.2 Rank 
113 odd, 17 
Feb 23 

2.3 Linear transformations 3.1 Vector spaces 
131 odd 923 odd, p. 202: 16 
Mar 2 

3.2 Concepts of vector spaces 3.3 Cooodinatization 
125 odd, 26, 29, 31 111 odd, 19, 21, 22 
Mar 9 
Test # 2: Thursday 
3.4 Linear transformations 
17, 1621, 29 
Mar 16 
Spring Break 
Spring Break 
Spring Break 
Mar 23 
Last day to drop: Mar 24 
4.1 Areas, vols, cross product 4.2 Determinants 
151 odd 132 odd 
Mar 30


4.3 Cramer’s Rule 5.1 Eigenvalues 
135 odd 131 odd, 26 
Apr 6


5.2 Diagonalization 6.1 Projections 
118, 21 123, 28, 29, 31, 33 
Apr 13 
Test #3: Tuesday 
6.2 GramSchmidt 
125 odd 
Apr 20


6.3 Orthogonal matrices 6.4 Projection matrix 
3, 4, 925, 3236 131 odd 
Apr 27 
Last day :Apr 29 
6.5 Least squares 
1, 58, 11, 1621 