explain how to determine 2 orthonormal basis using the vectors <3,1> and <2,3>.
the two vactors are linearly independent so pick your two favorite orthonormal vectors
hmm, while that is accurate; I was looking more for a set of vectors that uses one and then the other in the basis itself :)
or at least the unit versions of them
Are you interested in learning the Gram-Schmidt process?
already know the gram-schmidt; but was hoping for a more rudimentary explanation or justification for it ....
pictures and hand puppets kind thing lol
imran was having issues with it the other night which got me thinking how to explain it in a fundamental way. v1 - (projv1 on v2) gives use an othogonal vector to v1
|dw:1335548060851:dw|
|dw:1335548142740:dw|
|dw:1335548178688:dw|
boy ...I'm not good at this :)
lol, good enough tho :) thats the basic concept underlying the algorithm ...
that is the procedure I usually go through to derive the formula
easier to do on the chalk board in the classroom. ;)
|dw:1335548262156:dw| and the other set would amount to the other projection. i was wondering if its taboo to use one over the other?
no...that's fine...whatever gets the message across
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