(d) none of these.
The vectors fi(x) = 1, f2(x) = 2sin?x, fs(x) =-sinºx of the vector space C°(R)
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Linear Algebra
x y z... ∣. ∣ x + y + z = 0} is a vector space if '+' and '·' are interpreted in this way.. x1 y1 ... (c) The space {f : [0..1] → R. ∣ ... members of this set are f1(x) = x2 and f2(x) = cos(x).
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