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A square matrix P is called a permutation matrix if each row and column of P contains exactly one 1

devansh

wrote...

Posts: 1

Rep:

2 years ago

A square matrix P is called a permutation matrix if each row and column of P contains exactly one 1

please solve the above ques. as soon as possible

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Replies

rhwyatt

wrote...

#1

2 years ago

Hi devansh

You didn't include the entire question.

Is this the same question?

There are n! permutation matrices of n size. So if we're dealing with a 3by3 matrix, then there are 3! = 3*2*1 = 6 possibilities

Source https://books.google.ca/books?id=z2hOMmPISNoC&pg=PA123&lpg=PA123&dq=%22A+square+matrix+P+is+called+a+permutation+matrix+if+each+row+and+column%22&source=bl&ots=7Dvhb1baq5&sig=ACfU3U3_NcNJRcZmzYzbZ7eMPgvag1ZHnQ&hl=en&sa=X&ved=2ahUKEwjCmbG3l5PwAhVNhq0KHeujBpMQ6AEwAnoECAEQAw#v=onepage&q=%22A%20square%20matrix%20P%20is%20called%20a%20permutation%

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