Given your own examples of matrices satisfying the conditions in each case:
A and B such that AB =0 and BA `ne` 0.

Given your own examples of matrices satisfying the conditions in each case: A and B such that AB ne BA.

Give your own examples of matrices satisfying the following conditions in each case. (i) A and B such that AB ne BA (ii) A and B such that AB =0 - BA, A ne 0 and B ne 0 A and B such that AB = 0 , and BA ne 0

Give examples of matrics A and B such that AB ne BA

Give examples of matrices A and B such that AB!=BA.( ii) A and B such that AB=O but A!=O,B!=O

If the square matrices A and B are such that AB=A and BA=B, then

Write two matrices A and B for which AB = 0 but BA ne 0

Give examples of matrices A and B such that AB=O but BA!=O. (ii) A,B and C such that AB=AC but B!=C,A!=O

If A and B are two matrices such that AB=B and BA=A, then

Give an example of matrices A,B and C such that AB = AC but B ne C, A neO .