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Unformatted text preview: Notes on linear algebra (Monday 17th October, 2016, 23:10) page 199 of R3. Then, C is not a subspace of R3. ((1) Let D be the subset {(a,,0,.2'a+v)T | am 6 IR} of R3. (Note that the letter 0 stands for a number here, not for a vector.) Then, D is a subspace of1R3. (e) Let E be the subset {(ajfifa-i—l)T | a 6 IR} of R3. Then, E is not a subspace of R3. (f) Let F be the subset {(xhxle‘sf l Jr1362-953 = 0} of R3. Then, P is not a subspace of R3. (g) Let G be the subset {(x1,xz,x3)T | 11,362.36?) 6 Q} ...
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