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In general, matrix multiplication is not commutative. Show by counterexample that this is true. Then give an example of when matrix multiplication is commutative. Explain.
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@Mertsj Please help!
Yes. You could multiply those and then switch the order, multiply again and show that the results are not the same and therefore matrix multiplication is not commutative.
So how about disproving it?
When would the commutative property work?
You can't disprove something that is true.
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When you are multiplying two inverse matrices.
Or wait, so there is no example that shows marix multiplication is commutative?
I don't think think those two are inverses.
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