Question 10619 – GATE 1987
June 2, 2024Question 10586 – GATE 1989
June 2, 2024GATE 1987
| Question 33 |
A square matrix is singular whenever
| The rows are linearly independent | |
| The columns are linearly independent | |
| The row are linearly dependent | |
| None of the above |
Question 33 Explanation:
When the rows are linearly dependent the determinant of the matrix becomes 0 hence in that case it will become singular matrix.
Hence, C is the correct option.
Hence, C is the correct option.
Correct Answer: C
Question 33 Explanation:
When the rows are linearly dependent the determinant of the matrix becomes 0 hence in that case it will become singular matrix.
Hence, C is the correct option.
Hence, C is the correct option.