Let R be commutative. (a) If the matrix product AB is defined, then so is the product

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Let R be commutative.

(a) If the matrix product AB is defined, then so is the product BtAt and (AB)t= BtAt.

(b) If A is invertible, then so is At and (At)-1 = (A-1)t.

(c) If R is not commutative, then (a) and (b) may be false.

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