part B and C Page #3 30 p. #4 Consider the vectors ui (20.2), ti?" (4,1,-I),u,-(0,1,-5)N4-(3,0,2)....

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part B and C

Page #3 30 p. #4 Consider the vectors ui (20.2), ti? (4,1,-I),u,-(0,1,-5)N4-(3,0,2). l4 p, is) Fiud th.) diniension and & basis for U = Spon(ui, u2,的,14) 11-0 the ti 8 p. b) Does the vector u = (2,-1,4) belong to U? Justify your answer!

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BJ Sinu th, dinV-3 ( usina your answer to丫(a), implies u- Rand clearl R3 implies it is (8-1 a vector. ,4)らa vector Sn din 3 a

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part B and C Page #3 30 p. #4 Consider the vectors ui (20.2), ti?" (4,1,-I),u,-(0,1,-5)N4-(3,0,2)....

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part B and C Page #3 30 p. #4 Consider the vectors ui (20.2), ti?" (4,1,-I),u,-(0,1,-5)N4-(3,0,2)....

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Hi, could you post solutions to the following questions. Thanks. 2. (a) Let V be a vector space on R. Give the definition of a subspace W of V 2% (b) For each of the following subsets of IR3 sta...

part B and C Page #3 30 p. #4 Consider the vectors ui (20.2), ti?" (4,1,-I),u,-(0,1,-5)N4-(3,0,2)....

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Hi, could you post solutions to the following questions. Thanks. 2. (a) Let V be a vector space on R. Give the definition of a subspace W of V 2% (b) For each of the following subsets of IR3 sta...

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part B and C Page #3 30 p. #4 Consider the vectors ui (20.2), ti?" (4,1,-I),u,-(0,1,-5)N4-(3,0,2)....