Topics
D1208 Roll No
D1208
Roll No
1209 Roll No
1209 Roll No
1
Data Representation & computer Arithmetic
1
41
1
2
Number System & Storage of Numbers
2
42
2
3
Errors & Measures of Accuracy
3
43
3
4
Convergence of Iterative Methods
4
43
4
5
False Position Method and also give comparative study of other methods for non-linear =n in the form of table
5
44
5
6
Bisection Method and also give comparative study of other methods for non-linear =n in the form of table
6
45
6
7
Secant Method and also give comparative study of other methods for non-linear =n in the form of table
7
46
7
8
Newton Raphson Method and also give comparative study of other methods for non-linear =n in the form of table
8
47
8
9
Method Of Successive Approximation and also give comparative study of other methods for non-linear =n in the form of table
9
48
9
10
Gauss Elimination Method and also give comparative study of other methods for linear =n in the form of table.
10
49
10
11
Gauss Jordon Method and also give comparative study of other methods for linear =n in the form of table.
11
50
11
12
Matrix Inverse Method and also give comparative study of other methods for linear =n in the form of table.
12
51
12
13
Jacob's Method and also give comparative study of other methods for linear =n in the form of table.
13
52
13
14
Gauss Seidel Method and also give comparative study of other methods for linear =n in the form of table.
14
53
14
15
Lagrangian Interpolation & Newton’s Method Of Interpolation Method and also give comparative study of other methods in the form of table.
15
54
15
16
Differentiating a Graphical, tabulated function & Newton Cotes Integration Formulae with examples
16
55
16
17
Trapezoidal rule and comparison with other methods of Numerical Differentiation & Integration
17
56
17
18
Simpson’s 1/3rd rule and comparison with other methods of Numerical