Section 4.5

1. Row basis: The first and second row vectors of E. Column basis: The first and second column vectors of A.
2. Row basis: The first and second row vectors of E. Column basis: The first and second column vectors of A.
3. Row basis: The first and second row vectors of E. Column basis: The first and second column vectors of A.
4. Row basis: The three row vectors of E. Column basis: The first three column vectors of A.
5. Row basis: The three row vectors of E. Column basis: The first, second, and fourth column vectors of A.
6. Row basis: The three row vectors of E. Column basis: The first, second, and fourth column vectors of A.
7. Row basis: The first two row vectors of E. Column basis: The first two column vectors of A.
8. Row basis: The first three row vectors of E. Column basis: The first, second, and fourth column vectors of A.
9. Row basis: The first three row vectors of E. Column basis: The first three column vectors of A.
10. Row basis: The first three row vectors of E. Column basis: The first, second, and fourth column vectors of A.
11. Row basis: The first three row vectors of E. Column basis: The first, second, and fifth column vectors of A.
12. Row basis: The first three row vectors of E. Column basis: The first, second, and fifth column vectors of A.
13. Linearly independent: $v_{1}$ $v_{1}$ and $v_{2}$ $v_{2}$
14. Linearly independent: $v_{1}$ $v_{1}$ and $v_{2}$ $v_{2}$
15. Linearly independent: $v_{1}, v_{2}$ $v_{1}, v_{2}$ , and $v_{4}$ $v_{4}$
16. Linearly independent: $v_{1}, v_{2}, v_{4}$ $v_{1}, v_{2}, v_{4}$ , and $v_{5}$ $v_{5}$
17. Basis vectors: $v_{1}, v_{2}, e_{2}$ $v_{1}, v_{2}, e_{2}$
18. Basis vectors: $v_{1}, v_{2}, e_{2}$ $v_{1}, v_{2}, e_{2}$
19. Basis vectors: $v_{1}, v_{2}, e_{2}, e_{3}$ $v_{1}, v_{2}, e_{2}, e_{3}$
20. Basis vectors: $v_{1}, v_{2}, e_{1}, e_{3}$ $v_{1}, v_{2}, e_{1}, e_{3}$
21. The first and second equations are irredundant.
22. The first and second equations are irredundant.
23. The first, second, and fourth equations are irredundant.
24. The first, second, and fifth equations are irredundant.

..................Content has been hidden....................

You can't read the all page of ebook, please click here login for view all page.

Table of Contents for Section 4.5

Create new playlist

Sign In

Sign Up

Table of Contents for
Section 4.5