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Find a Basis and the dimension of the subspace span{(1,2,1,2), (2,1,0,-1),(-1,4,3,8),(0,3,2,5)} of R4
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{(1,2,1,2), (2,1,0,-1)} is a basis. dim is 2
did you just solve for linear independence and then used that to describe the basis?
I row reduced the matrix I created using the 4 vectors you gave above
yea that discerns linear independence and then from there you have a basis? because of the contraction theorem?
the only leading ones I get are in the first two columns. therefore I just take the two original vectors from my matrix
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