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Matrices: Class 12 Fundamentals
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Matrices: Class 12 Fundamentals
1
If a matrix has 'm' rows and 'n' columns, what is its order?
2
Which type of matrix has all its diagonal elements equal, while all non-diagonal elements are zero?
3
For two matrices A and B to be conformable for addition or subtraction, what must be true about them?
4
If matrix A is of order p x q and matrix B is of order r x s, for the product AB to be defined, which condition must be satisfied?
5
A square matrix A is called a skew-symmetric matrix if:
6
If A is a 2x2 matrix given by A = [[a, b], [c, d]], what is its determinant?
7
A square matrix A is considered 'singular' if:
8
For a square matrix A to have an inverse, what must be its property?
9
Which of the following properties is true for the transpose of a product of two matrices, (AB)ᵀ?
10
If two rows or two columns of a determinant are identical, then the value of the determinant is:
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