Associative Property of Matrix Multiplication |
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For any matrices A, B, and C, and scalar c, the following is true: (AB)C = A(BC) |

Associative Property of Scalar Multiplication |
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For any matrices A, B, and C, and scalar c, the following is true: c(AB) = (cA)B = A(cB)) |

Left Distributive Property |
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For any matrices A, B, and C, and scalar c, the following is true: C(A + B) = CA + CB |

Right Distributive Property |
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For any matrices A, B, and C, and scalar c, the following is true: A(B + C) = AB + AC |