Question

a group (M,*) is said to be an Abelian if​

Answer 1

Answer:

A group (M,*) is said to be abelian if (x*y) = (x*y) for all x, y belongs to M. ... Explanation: The set of two M*M non-singular matrices form a group under matrix multiplication operation. Since matrix multiplication is itself associative, it holds associative property. 7.