1. Anton/Busby Contemporary Linear AlgebraSection 3.1, Pg. 80

2. Anton/Busby Contemporary Linear AlgebraSection 3.1, Pg. 82 Section 3.1, Pg. 83 Section 3.1, Pg. 85

3. Anton/Busby Contemporary Linear AlgebraSection 3.1, Pg. 86 Section 3.1, Pg. 88 Section 3.1, Pg. 89

4. Anton/Busby Contemporary Linear AlgebraSection 3.1, Pg. 89 Section 3.2, Pg. 94

5. Anton/Busby Contemporary Linear AlgebraSection 3.2, Pg. 95 Section 3.2, Pg. 96

6. Anton/Busby Contemporary Linear AlgebraSection 3.2, Pg. 98 Section 3.2, Pg. 99

7. Anton/Busby Contemporary Linear AlgebraSection 3.2, Pg. 99 Section 3.2, Pg. 101

8. Anton/Busby Contemporary Linear AlgebraSection 3.2, Pg. 102 Section 3.2, Pg. 103 Section 3.2, Pg. 104

9. Anton/Busby Contemporary Linear AlgebraSection 3.2, Pg. 104 Section 3.2, Pg. 105

10. Anton/Busby Contemporary Linear AlgebraSection 3.3, Pg. 110 Section 3.3, Pg. 111 Two matrices that can be obtained from one another by a sequence of elementary row operations are said to be row equivalent.

11. Anton/Busby Contemporary Linear AlgebraSection 3.3, Pg. 112 Section 3.3, Pg. 113 Section 3.3, Pg. 115

12. Anton/Busby Contemporary Linear AlgebraSection 3.3, Pg. 115 Section 3.3, Pg. 116 Section 3.3, Pg. 117

13. Anton/Busby Contemporary Linear AlgebraSection 3.3, Pg. 117 Section 3.3, Pg. 118 Section 3.4, Pg. 124

14. Anton/Busby Contemporary Linear AlgebraSection 3.4, Pg. 124 Section 3.4, Pg. 125 Section 3.4, Pg. 127

15. Anton/Busby Contemporary Linear AlgebraSection 3.4, Pg. 128 Section 3.4, Pg. 129 Section 3.4, Pg. 130

16. Anton/Busby Contemporary Linear AlgebraSection 3.4, Pg. 131 Section 3.5, Pg. 136

17. Anton/Busby Contemporary Linear AlgebraSection 3.5, Pg. 137 Section 3.5, Pg. 138 Section 3.5, Pg. 140

18. Anton/Busby Contemporary Linear AlgebraSection 3.6, Pg. 145 Section 3.6, Pg. 146

19. Anton/Busby Contemporary Linear AlgebraSection 3.6, Pg. 147 Section 3.6, Pg. 149 Section 3.6, Pg. 150

20. Anton/Busby Contemporary Linear AlgebraSection 3.7, Pg. 156

21. Anton/Busby Contemporary Linear AlgebraSection 3.8, Pg. 167