Question: Find one vector that will make each into a basis for the space. (a) (b) (c) (x, 1 + x2, ) in P2 (!),v) in
(a)
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(b)
-2.png)
(c) (x, 1 + x2, ) in P2
(!),v) in R2 V) in
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Each forms a linearly independent set if we omit To preserve linear independence we ... View full answer
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