#If A is not a square matrix, then A^2 is impossible? But why?
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Do you know what the condition is to be able to multiply two matrix?
Regarding their dimensions?
I just took a look, and I understand now. The columns of the first A must equal the number of rows of second A
Right
Since A must be a square matrix to be equal to another A it means it's impossible.
What?
Sorry for the misunderstanding, I meant to say it's impossible to Multiply A and A if A itself isn't a square matrix
Yes, since an m by n multiplied by a n by k will yield a m by k.
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