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While solving the system; x+4y=4, 2x-y=1 by Gauss-Seidel method, which of the following ordering will lead more rapidly to the desired order of accuracy?
No need to rendering
x-2y=1, x+4y=4
x+4y=1, 2x-y=4
2x+y=1, x+4y=4
Q#2
Sparse matrix is a matrix with ……….
Some elements are zero
Many elements are zero
Some elements are one
Many elements are one
Page # 69
Q#3
While solving a system of linear equations, which of the following approach is economical for the computer memory?
Direct
Iterative
Analytical Graphical
Page # 69
Q#4
Q# 5
Back substitution procedure is used in …………….
Jacobi’s method
Gauss-Seidel method
None of the given choices
Q# 6
If the determinant of a matrix A is not equal to zero then the system of equations will have……….
Unique solution
Many solutions
Infinite many solutions
None of the given choices
Q#7
In Jacobi’s Method, we assume that the ______ element does not vanish.
Diagonal
Off diagonal
Row
Column
Q#8
The linear equation: x+y=1 has --------- solution/solutions.
Unique
No solution
Infinite many
Finite many
Q#9
While using Relaxation method, which of the following is the largest Residual for 1st iteration on the system; 2x+3y = 1, 3x +2y = - 4 ?
-4
1
Q#10
If the determinant of a matrix A is equal to zero then the system of equations will have……….
Unique solution
No solutions
Infinite many solutions
No Solution or Infinite many solutions
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