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If A(BC) = (AB)C, then with respect to multiplication this law is called
(1)

If Bt = B then matrix B is called (1)

Generally matrices are denoted by (1)

If a matrix ‘A’ has ‘mrsquo; number of columns and ‘nrsquo; number of rows then m × n is said to be (1)

If two matrices A and B have same order and their corresponding elements are equal then it is called (1)

If determinant of a matrix is not equal to zero, then it is said to be (1)

Vertically arranged elements in a matrix are called (1)

By changing signs of all elements of a matrix, we obtained (1)

If sum of two matrices A and B is zero matrix, then A and B are said to be (1)

If A is a matrix of order(m - by - n) then a matrix(n - by - m) obtained by interchanging rows and c... (1)

In matrices, columns are denoted by (1)

A zero matrix ‘O’ of order m-by-n and A + O = O + A = A, then matrix is said to be (1)

Horizontally arranged elements in a matrix is called (1)

In matrices (AB)-1 equals to (1)

If Bt = B then matrix B is called (1)

Generally matrices are denoted by (1)

If a matrix ‘A’ has ‘mrsquo; number of columns and ‘nrsquo; number of rows then m × n is said to be (1)

If two matrices A and B have same order and their corresponding elements are equal then it is called (1)

If determinant of a matrix is not equal to zero, then it is said to be (1)

Vertically arranged elements in a matrix are called (1)

By changing signs of all elements of a matrix, we obtained (1)

If sum of two matrices A and B is zero matrix, then A and B are said to be (1)

If A is a matrix of order(m - by - n) then a matrix(n - by - m) obtained by interchanging rows and c... (1)

In matrices, columns are denoted by (1)

A zero matrix ‘O’ of order m-by-n and A + O = O + A = A, then matrix is said to be (1)

Horizontally arranged elements in a matrix is called (1)

In matrices (AB)-1 equals to (1)

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