MA8491 NM Question Papers
Anna University Regulation 2017 EEE MA8491 NM Question Papers for previous years are provided below. Previous Year Question Papers for EEE 4th SEM MA8491 Numerical Methods, Engineering are listed down for students to make perfect utilization and score maximum marks with our study materials.
Anna University Regulation 2017 (EEE) 4th SEM MA8491 NM – Numerical Methods question paper
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. Jordan method.
12.State the condition for the convergence of Gauss Seidel iteration method for solving a system of linear equation.
13. Compare Gauss Elimination, Gauss Jordan method.
14.On what type of equations Newton’s method can be applicable – Justify.
15. Compare Gauss seidel method, Gauss Jacobi method.
16.Which of the iterative methods is used for solving linear system of equations it converges fast? Why?
17.Evaluate an iterative formula for 1 / N ,where N is a positive number by using Newton – Raphson method.
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MA8491 NM question papers
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