Question about the standard basis's relationship to the identity matrix

Question about the standard basis’s relationship to the identity matrix [closed]

Hi, I'm in the process of reading my first Linear Algebra textbook, and was just wondering...Is the standard basis of a vector space in n dimensions equivalent to the row space of the n x n identity matrix?

flag	asked Jan 27 2011 at 5:40 unknown (yahoo) 1

You are asking whether a set of n vectors is a vector space.... Please see the faq mathoverflow.net/faq, and direct further questions along these lines to to math.stackexhange.com – David Roberts Jan 27 2011 at 6:04

closed as too localized by Andres Caicedo, David Roberts, Ben Webster♦ Jan 27 2011 at 6:08

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Question about the standard basis’s relationship to the identity matrix [closed]

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closed as too localized by Andres Caicedo, David Roberts, Ben Webster♦ Jan 27 2011 at 6:08

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Question about the standard basis’s relationship to the identity matrix [closed]

Remember to vote up questions/answers you find interesting or helpful (requires 15 reputation points)

closed as too localized by Andres Caicedo, David Roberts, Ben Webster♦ Jan 27 2011 at 6:08

You can accept an answer to one of your own questions by clicking the check mark next to it. This awards 15 reputation points to the person who answered and 2 reputation points to you.

Browse other questions tagged linear-algebra or ask your own question.

Welcome to MathOverflow

Related

How to write math