Existence of Matrix Multiplication


M N =P if and only if the number of columns of matrix M is the same as the number of rows of matrix N and 

pij = mi1n1j + mi2 n2j+ mi3 n3j + ... + mik nkj.

The matrix P has the same number of rows as M and the same number of columns as N.

If a multiplication cannot be performed because of the order of given matrices, the matrices are said to be not conformable.

Are matrices A and B conformable for multiplication? (answer yes or no)

Other Dimensions of Matrices


Matrix Operations Introduction
Equality
Addition
Multiplication by a real number
Subtraction
Not conformable Matrices
Definition of Matrix Multiplication
Existence of Matrix Multiplication
Size of Matrix Multiplication
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