continuity  - formal definition
Lectures
continuity - formal definition
14:51
continuity - informal notion
Lectures
continuity - informal notion
12:49
25.  linear combinations - figuring out is just solving a system!
Lectures
25. linear combinations - figuring out is just solving a system!
12:32
24. linear combinations and span
Lectures
24. linear combinations and span
5:24
23. vector spaces - subspace
Lectures
23. vector spaces - subspace
9:55
22. vector spaces - examples
Lectures
22. vector spaces - examples
12:40
18. series - p-series
Lectures
18. series - p-series
7:37
17. series - divergence test
Lectures
17. series - divergence test
9:18
16. series - algebra with (convergent) series
Lectures
16. series - algebra with (convergent) series
6:40
19. determinants - properties cont.
Lectures
19. determinants - properties cont.
10:43
20. adjoint matrix and inverse formula
Lectures
20. adjoint matrix and inverse formula
14:06
18. determinants - properties
Lectures
18. determinants - properties
10:31
15.  series - geometric series
Lectures
15. series - geometric series
13:53
14. series - definitions
Lectures
14. series - definitions
9:51
17,  determinant V - computing with row operations
Lectures
17, determinant V - computing with row operations
7:55
16. determinant IV - examples
Lectures
16. determinant IV - examples
13:42
14. determinant II - 2x2 matrices
Lectures
14. determinant II - 2x2 matrices
10:05
15. determinant III - definition via cofactor
Lectures
15. determinant III - definition via cofactor
4:52
13.  determinant I - 1x1 and cofactor
Lectures
13. determinant I - 1x1 and cofactor
13:46
11. sequences III - properties of limits
Lectures
11. sequences III - properties of limits
6:34
9. sequences I - definition
Lectures
9. sequences I - definition
10:03
13.  summations II - common summations
Lectures
13. summations II - common summations
3:45
10.  sequences II - limits
Lectures
10. sequences II - limits
6:54
12.  summations I - notation
Lectures
12. summations I - notation
12:32
10. matrix transformation II - properties
Lectures
10. matrix transformation II - properties
8:28
12. matrix transformation IV - a buidling matrix from a linear function
Lectures
12. matrix transformation IV - a buidling matrix from a linear function
10:44
11. matrix transformation III - linear functions
Lectures
11. matrix transformation III - linear functions
8:31
9. matrix transformations I - definition
Lectures
9. matrix transformations I - definition
15:09
7. taylor polynomials II - explicit formula : example
Lectures
7. taylor polynomials II - explicit formula : example
10:51
8. taylor polynomials III - examples cont
Lectures
8. taylor polynomials III - examples cont
11:50
6. taylor polynomials I - definition
Lectures
6. taylor polynomials I - definition
10:29
8. special squares III - symmetric matrices
Lectures
8. special squares III - symmetric matrices
10:49
7. special squares II - properties of diagonal matrices
Lectures
7. special squares II - properties of diagonal matrices
5:56
6. special squares I - diagonal and triangular
Lectures
6. special squares I - diagonal and triangular
7:51
5. transpose of a matrix
Lectures
5. transpose of a matrix
15:29
inverse of 2 x 2 matrix from definition
Lectures
inverse of 2 x 2 matrix from definition
8:34
3. elementary matrices - computing inverses
Lectures
3. elementary matrices - computing inverses
14:03
4. elementary matrices - computing inverse example
Lectures
4. elementary matrices - computing inverse example
9:39
2. elementary matrices - are invertible
Lectures
2. elementary matrices - are invertible
9:47
1. elementary matrices - definition
Lectures
1. elementary matrices - definition
15:04
5. improper integrals II - example cont
Lectures
5. improper integrals II - example cont
8:05
4. improper integrals II   definition/example
Lectures
4. improper integrals II definition/example
10:01
3. improper integrals I   examples cont
Lectures
3. improper integrals I examples cont
7:54
2. improper integrals I   examples
Lectures
2. improper integrals I examples
11:01
1. improper integrals I   definitions
Lectures
1. improper integrals I definitions
5:46