1. |
Suppose there is a Set S, which is the largest possible subset of S |
A. | s1 |
B. | s |
C. | ∅ |
D. | none of these |
Answer» B. s |
2. |
Suppose there is a set S, which is the smallest possible subset of S |
A. | s1 |
B. | s |
C. | ∅ |
D. | none of these |
Answer» C. ∅ |
3. |
If a set has n elements, the total number of subsets will be |
A. | 2n |
B. | 2n |
C. | 2/n |
D. | none of these |
Answer» A. 2n |
4. |
If a set S1 has n elements and S2 has m elements, how many ordered pairs can form in general? |
A. | m x n |
B. | m + n |
C. | m/n |
D. | none of these: |
Answer» A. m x n |
5. |
2 24.……………. is known as a signed minor |
A. | rank |
B. | cofactor |
C. | inverse |
D. | none |
Answer» C. inverse |
6. |
A set which contains only one element is called |
A. | singleton set |
B. | finite set |
C. | proper set |
D. | none of these |
Answer» A. singleton set |
7. |
If all the sets under consideration are subsets of a fixed set say ∪, then this set ∪ is called |
A. | universal set |
B. | power set |
C. | disjoint set |
D. | finite set |
Answer» A. universal set |
8. |
Two sets A and B are said to be …………………. sets if no element of A is in B and no element of B is in A. |
A. | universal |
B. | disjoint |
C. | equivalent |
D. | none of these |
Answer» B. disjoint |
9. |
A matrix with equal number of rows and columns is called: |
A. | row matrix |
B. | column matrix |
C. | square matrix |
D. | none |
Answer» C. square matrix |
10. |
A square matrix in which all elements except those in diagonal are zero are called: |
A. | diagonal matrix |
B. | identity matrix |
C. | null matrix |
D. | none |
Answer» A. diagonal matrix |
11. |
A diagonal matrix with all its diagonal elements equal to 1 is known as: |
A. | triangular matrix |
B. | zero matrix |
C. | identity matrix |
D. | none |
Answer» C. identity matrix |
12. |
A matrix in which every element is zero is called |
A. | scalar matrix |
B. | null matrix |
C. | square matrix |
D. | inverse matrix |
Answer» B. null matrix |
13. |
Matrix obtained by inter changing the rows and columns is called ………… of a matrix |
A. | inverse |
B. | transpose |
C. | negative |
D. | none |
Answer» B. transpose |
14. |
The matrix A is idempotent if: |
A. | a2 = a |
B. | a = at |
C. | a2 = at |
D. | none |
Answer» A. a2 = a |
15. |
If A and B are square matrices such that AB = BA, then A and B are called………….. |
A. | additive |
B. | multiplicative |
C. | divisive |
D. | commutative |
Answer» D. commutative |
16. |
If =1 23 −4 =0 −67 8, then A+B is equal to |
A. | 1 −410 4 |
B. | 7 9 −3 −4 |
C. | 3 −36 7 |
D. | none |
Answer» A. 1 −410 4 |
17. |
If = [1 0 6] = [5 4 3], A+B is: |
A. | [19] |
B. | [6 0 9] |
C. | [6 4 9] |
D. | none |
Answer» C. [6 4 9] |
18. |
If A is a 3 × 2 matrix, B is a 2 × 3 matrix, C is a 2 × 2 matrix and D is a 3 × 3 matrix, then which of the following products does not exist? |
A. | ab |
B. | ac |
C. | bd |
D. | cd |
Answer» D. cd |
19. |
The determinant of matrix =4 6 3 8 is: |
A. | 14 |
B. | 7 |
C. | -1 |
D. | 3 |
Answer» A. 14 |
20. |
If all the elements of any row or column are zero, the determinant is zero. |
A. | unity |
B. | positive |
C. | negative |
D. | zero |
Answer» D. zero |
21. |
The determinant that results when the row and column in which that element lies are deleted is called: |
A. | cofactor |
B. | minor |
C. | inverse |
D. | none |
Answer» B. minor |
22. |
An adjoint matrix is the ……………… of the cofactor matrix. |
A. | inverse |
B. | minor |
C. | cofactor |
D. | transpose |
Answer» B. minor |
23. |
Inverse of A is denoted as |
A. | a−1 |
B. | at |
C. | at |
D. | ai |
Answer» A. a−1 |
24. |
If the rows and columns of a determinant are interchanged, its value will: |
A. | change |
B. | change sign |
C. | not change |
D. | become zero |
Answer» C. not change |
25. |
If a set consists of a specific number of different elements, it is called |
A. | infinite set |
B. | finite set |
C. | unit set |
D. | null set |
Answer» B. finite set |
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