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Punjab 11th Class Math Chapter 3 Matrices and Determinants Mcqs Test Online

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Question 1 of 12

Math

1. The square matrix A is skew-Hermitian when (A̅ᵗ) = ……………….

A̅

-A̅

-A

Question 1 of 12

Question 2 of 12

2. Trivial solution of homogeneous linear equation is

(1, 0, 0)

(0, 1, 0)

(0, 0, 1)

(0, 0, 0)

Question 2 of 12

Question 3 of 12

3. The co-effect of an element aij denoted by Aij is ……………………..

(-1)i+j Mij

(-1)i-j Mij

None

(-1)ij Mij

Question 3 of 12

Question 4 of 12

4. A square matrix A = {aij} is lower triangular matrix when ………………….

aij ≠ 0 for all j < i

aij ≠ 0 for all i < j

aij = 0 for all i < j

aij = 0 for all i > j

Question 4 of 12

Question 5 of 12

5. For trivial solution |A| is ………………….

|A|>0

|A|<0

|A|= 0

None

Question 5 of 12

Question 6 of 12

6. For non-trivial solution |A| is ……………….

|A|= 0

None

|A|<0

|A|>0

Question 6 of 12

Question 7 of 12

7. System o linear equations is Inconsistent if ………………..

System has no solution

System has unique solution

System has many solution

None

Question 7 of 12

Question 8 of 12

8. The matrix A = [aij]2x3 and B = [bij]3x2 are suitable for ………………….

None

A – B

A + B

Question 8 of 12

Question 9 of 12

9. The matrix A is Hermitian when (A)-ᵗ= …………………

A̅

-A

Aᵗ

Question 9 of 12

Question 10 of 12

10. The square matrix A is skew – Symmetric when Aᵗ = ………………

-A

None

Question 10 of 12

Question 11 of 12

11. Minimum number of equation for any system of equations.

Question 11 of 12

Question 12 of 12

12. A squar matrix A = {aij} is upper triangular matrix when ……………………….

aij ≠ o for all i > j

None

aij = 0 for all i < j

aij = 0 for all i > j

Question 12 of 12

Test By Subject	Punjab
Test By Topics	11th Class Math

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Punjab 11th Class Math Chapter 3 Matrices and Determinants Mcqs Test Online

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Punjab 11th Class Math Chapter 3 Matrices and Determinants Mcqs Test Online