(S1) Contains Zero. If 0 in R
m denotes the zero vector, then 0 in W,
(S2) Closed Under Addition. If u,w in W, then u+w in W,
(S3) Closed Under Scaling. If w in W and k in R, then kw in W, Why is
T={x[4 3] for all x in Z} not a subspace of R2? Please Select one of the answers below.
(1) Does not contain S1 , (2) Does not contain S2, (3) Does not contain S3, (4) Does not contain S1 and S2, (5) Does not contain S1 and S3, (6) Does not contain S2 and S3