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Linear Algebra
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If S=((1,-1,1),(1,1,0)) and is linearly dependente, find a vector that is a linear combination of the sequance S.
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well, just adding the vectors together would suffice :/
that simple??? why ?
lets call the vectors a and b a linear combination of a and b is of the form: c1 a + c2 b let c1 =1 and c2 = 1
or, pick any values for c1 and c2 that fit your fancy
1,2
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then what is 1a + 2b = c ; such that c is a linear combination of a and b
ok i think i get it, i'm working on more exercices of this type thanks for the help
good luck :)
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