Properties of vector spaces.
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Which of the following are subspaces of the vector space ? Justify your answer.
A vector space in R^3 such that every vector (a,b,c) has the property: a-b-c=2
A vector space in R^3 which has the form (a,b,a+b)
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The solution is attached below in two files. the files are identical in content, only differ in format. The first is in MS Word XP Format, while ...
Solution Summary
Vector subspaces must adhere to strict criteria. The solution shows how to conclude that a certain vectors form a subspace.
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