**MA6459 Question Bank NUMERICAL METHODS for Regulation 2013 Anna University**

MA6459 Question Bank NUMERICAL METHODS for Regulation 2013 Anna University

**Sample for Ma6459 Question Bank:**

1. Write sufficient condition for convergence of an iterative method

for Xf (AU –A/M 2010)

2. Write the procedure to find the numerically smallest eigenvalue

of a matrix by power method. (AU –A/M 2010)

3. To what kind of a matrix, can the Jacob’s method be applied to

obtain the eigenvalues of a matrix? (AU –N/D 2010)

4. What is the criterion for the convergence in Newton’s method?

(AU –A/M 2011), (NOV/DEC 2015)

5. By Gauss elimination method solve (AU –A/M 2011)

6. Solve Xe X by the method of iteration. (AU N/D 2011)

7. Using Newton’s method, find the root between 0 and 1 of

(AU N/D 2011)

8. Staten the order of convergence and the criterion for the

convergence in Newton’s method. (AU –A/M 2012)

9. Give two direct methods to solve a system of linear equation.

(AU –A/M 2012) (NOV/DEC 2015)

10. Write down the order of convergence and the condition for

convergence of fixed point iteration method. (AU –N/D 2012)

11. What are the advantages of iterative methods over direct

methods for solving a system of linear equations?

(AU –N/D 2012)

12. Find an iterative formula to find the reciprocal of a given

number ( (AU –M/J 2013)

13. What is the use power method? (AU –M/J 2013)

14. Form the divided difference table for the data and )85,4()40,3(),4,1(),1,0(

(AU-APR/MAY-2010)(N/D 2015).

15. Define a cubic spline S(x) which is commonly used for interpolation.

(AU-APR/MAY-2010)

16. When to use Newton’s forward interpolation and when to use Newton’s

backward interpolation? (AU-NOV/DEC-2010)

17. Write down the Newton-cote’s formula for the equidistant ordinates. (AUMAY/JUNE 2011)

18. When do you apply Simpson’s 1/3 rule ,and what is the order of the error

in Simpson’s 1/3 rule. (AU- MAY/JUNE 2011)

Subject Name | NUMERICAL METHODS |

Subject Code | MA6459 |

Regulation | 2013 |

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**Other links**

**Civil Engineering subjects of regulation 2013**

**Mechanical Engineering (MECH) Subjects of regulation 2013**

**Electrical and Electronics Engineering (EEE) Subjects of regulation 2013**

**Electronics and Communication Engineering (ECE) Subjects of regulation 2013**

**Computer Science and Engineering (CSE) Subjects of regulation 2013**