**MA8491 NM Important Questions**

Anna University Regulation 2017 CIVIL **MA8491 **NM** Important Questions with Answer Key** and **CIVIL 4th Sem MA8491 NUMERICAL METHODS Engineering Answer Key** is listed down for students to make perfect utilization and score maximum marks with our study materials.

**MA8491 NM NUMERICAL METHODS**

1. Describe the merits of Newton’s method of iterations.

2. State the General Newton’s- Raphson Method.

3.State the Newton Raphson formula and the criteria for convergence.

4. Solve by Gauss Elimination method x + y =2 and 2x + 3y = 5

5. State the condition for Convergence of Iteration method.

6.Calculate the root of ex – 3x = 0 in 1< x < 1.1 by Iteration method.

7.Distinguish the advantages of iterative methods over direct method of solving a system of linear algebraic equations.

8.Find the positive root of x 2-2x -3 = 0 using fixed point iteration method starting with 0.4 as first approximation.

9. Solve by Gauss seidel method 2x-y=3, 2x+25y=15.

10 Give an example of transcendental and algebraic equation

11.State the condition for the convergence of Gauss Seidel iteration method for solving a system of linear equation.

12.Compare Gauss Elimination, Gauss Jordan method.

13.On what type of equations Newton’s method can be applicable – Justify.

14. Compare Gauss seidel method, Gauss Jacobi method.

15.Which of the iterative methods is used for solving linear system of equations it converges fast? Why?

16.Evaluate an iterative formula for 1 / N ,where N is a positive number by using Newton – Raphson method

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