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Exercises
- 1.2 Round off Error and Computer Arithmetic part 1 18:14
- 1.2 Round off Error and Computer Arithmetic part 2 16:30
- 1.3 Algorithm and Convergence 19:59
- 1.3 Solve Question 7 (Function Convergence) 08:10
- 2.1 Bisection Method Part 1 18:47
- 2.1 Bisection Method Part 2 12:52
- 2.1 Bisection Method Part 3 (Solving Questions 14, 16 and 17) 18:37
- 2.2 Fixed Point Part 1 12:48
- 2.2 Fixed Point Part 2 10:57
- 2.2 Fixed Point Part 3 18:22
- 2.2 Fixed Point Part 4 12:43
- 2.2 Fixed Point Part 5 (solve questions 7 and 8) 23:30
- 2.3 Newton's Method and its Extensions Part 1 07:51
- 2.3 Newton's Method and its Extensions Part 2 13:08
- 2.3 Newton's Method and its Extensions Part 3 10:32
- 2.3 Newton's Method and its Extensions Part 4 07:27
- 2.3 Newton's Method and its Extensions Part 5 (solve questions 7 and 9) 18:24
- 2.4 Error Analysis for Iterative Method 22:20
- 2.4 Error Analysis for Iterative Method (solve question 8) 12:06
- 3.1 Interpolation and the Lagrange Polynomial Part 1 14:22
- 3.1 Interpolation and the Lagrange Polynomial Part 2 14:26
- 3.1 Interpolation and the Lagrange Polynomial Part 3 09:29
- 3.1 Interpolation and the Lagrange Polynomial Part 4 15:21
- 3.1 Interpolation and the Lagrange Polynomial Part 5 (solve question 3) 16:31
- 3.3 Divided Differences Part1 10:19
- 3.3 Divided Differences Part2 15:16
- 3.3 Divided Differences Part3 04:22
- 4.1 Numerical Differentiation Part 1 11:11
- 4.1 Numerical Differentiation Part 2 14:20
- 4.3 Elements of Numerical Integration Part1 06:37
- 4.3 Elements of Numerical Integration Part2 13:05
- 4.4 Composite Numerical Integration Part 1 10:35
- 4.4 Composite Numerical Integration Part 2 14:11
- 5.2 Euler's Method 17:23
- 5.3 Higher-Order Taylor Methods 22:39
- 6.1 Linear System of Equations 28:23
- 6.2 Pivoting Strategies 23:10
- 6.2 Pivoting Strategies ( solve Question 7 ) 06:35
- 6.5 Matrix Factorization 18:24
- 6.5 Matrix Factorization (solve question 9 (a,b,c)) 18:49
- 7.1 Norms of Vectors and Matrices 11:06
- 7.1 Norms of Vectors and Matrices Part 2 12:12
- 7.1 Norms of Vectors and Matrices Part 3 05:21
- 7.2 Eigenvalues and Eigenvectors Part 1 26:37
- 7.2 Eigenvalues and Eigenvectors Part 2 09:00
- 7.3 The Jacobi and Gauss-Siedel Iterative Techniques 25:21
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Exercises