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In the real vector space R 3, the vectors u1 =(1,0,0) and u2=(1,2,0) are known to...

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Basic Math

In the real vector space R 3, the vectors u1=(1,0,0) and u2=(1,2,0) are known to lie in the span W of thevectors w1 =(3,4,2), w2=(0,1,1), w3=(2,1,1) and w4=(1,0,2). Findwi, wj ?{w1,w2,w3,w4} such that W = span({u1,u2,wk,wl}) where{1,2,3,4}= {i,j,k,l}.

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3.9 Ratings (591 Votes)
Let A u1u2 w1w2w3w4 1 1 3 0 2 1 0 2 4 1 1 0 0 0 2 1 1 2 The matrix A can be reduced to its RREF as under multiply the 2nd row by    See Answer
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