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# Equality of Matrices

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#### definition

Two matrices A = [a_(ij)] and B = [b_(ij)] are said to be equal if
(i) they are of the same order
(ii) each element of A is equal to the corresponding element of B, that is a_(ij) = b_(ij) for all i and j.

For example, [(2,3),(0,1)] and [(2,3),(0,1)]  are equal matrices but

[(3,2),(0,1)]  and [(2,3),(0,1)] are not equal matrices. Symbolically,

if two matrices A and B are equal, we write A = B.

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Matrices class 12 part 8 (Equality of matrices) [00:11:46]
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