In Questions 1-3, determine whether W is a subspace of V 1. 2. 3. V = P3,
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1.
2.
3. V = P3, W = {p(x) in P3: x3 p(1 / x) = p(x)}
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:x V = R2, W = + 3y? = 0 =o} %3D
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