MCQOPTIONS
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This section includes 6 Mcqs, each offering curated multiple-choice questions to sharpen your Matrix Inversion knowledge and support exam preparation. Choose a topic below to get started.
| 1. |
Why factorization method is preferred over other methods? |
| A. | Less calculations |
| B. | No need of back substitution |
| C. | No solving of cofactors |
| D. | No elimination of unknowns |
| Answer» B. No need of back substitution | |
| 2. |
Factorization method is superior than which of the following methods? |
| A. | Gauss Elimination |
| B. | Gauss Seidal |
| C. | Jacobi s Method |
| D. | Iterative Method |
| Answer» B. Gauss Seidal | |
| 3. |
What is the other application of Factorization method? |
| A. | Finding inverse of a matrix |
| B. | Solving partial differential equations |
| C. | Solving ordinary differential equations |
| D. | Finding Eigen values |
| Answer» B. Solving partial differential equations | |
| 4. |
During computation of elements of L and U, what order should be followed? |
| A. | First row of U -> Second row of L -> Second column of U -> Second row of U -> Third row of U |
| B. | First row of U -> First column of L -> Second row of U -> Second column of L -> Third row of U |
| C. | First column of U -> First row of L -> Second column of U -> Second row of L -> Third row of U |
| D. | First row of L -> First column of U -> Second row of L -> Second column of U -> Third column of L |
| Answer» C. First column of U -> First row of L -> Second column of U -> Second row of L -> Third row of U | |
| 5. |
Factorization can be viewed as matrix form of Gauss Elimination method. |
| A. | True |
| B. | False |
| Answer» B. False | |
| 6. |
The LU method of factorization was introduced by the mathematician____________ |
| A. | Alan Tango |
| B. | David Hilbert |
| C. | G. W. Leibniz |
| D. | Alex Grothendieck |
| Answer» B. David Hilbert | |