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Question: give an example of a subset v of r2 such...

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Give an example of a subset V of R2 such that the following are all satisfied: (i) V is closed under the standard definition of addition, (ii) For every v ∈ V, there exists a w ∈ V such that v + w =,\tiny \begin{bmatrix} 0\\ 0 \end{bmatrix} (iii) V is not a Vector Space

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