16. Matrix MultiplicationMatrix Multiplication
Multiplication of two matrices is possible only if the number of columns of the
first matrix is the same as the number of the row of the second matrix. Suppose
the first matrix is denoted by Am×n and the second matrix is Bs×t. The
multiplication of Am×n × Bs×t can be done if and only if n = s. The product of this
multiplication is another matrix (say C) with m rows and t columns. If AB exists,
then
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