- #1
theacerf1
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Please HELP! Matrix!
Please help me with the below question! I have no idea how to solve this, if someone could please help me with a solution and explain what they did and how they did it, it would be such a BIG help! Thanks! :)
If A is an m×n matrix with (i, j)-entry aij , let A† be the n×m matrix with (i, j)-entry
aji. Show that
(i) if the product C = AB is defined, then so is B†A†,
(ii) B†A† = C†.
Please help me with the below question! I have no idea how to solve this, if someone could please help me with a solution and explain what they did and how they did it, it would be such a BIG help! Thanks! :)
If A is an m×n matrix with (i, j)-entry aij , let A† be the n×m matrix with (i, j)-entry
aji. Show that
(i) if the product C = AB is defined, then so is B†A†,
(ii) B†A† = C†.