Question: Getting on Base in R2: Determine whether the set given in each of Problems 1-3 is a basis for R2. Justify answers 1. {(1, 1)}

Getting on Base in R2: Determine whether the set given in each of Problems 1-3 is a basis for R2. Justify answers
1. {(1, 1)}
2. {[1, 2], [2, 1]}
3. {[-1, -1]. [1, 1]}

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