2. Suppose V is the set of R² with addition and scalar multiplication defined as follows: (x,,x,,x2)+(y,,Y»,y)=(x,, Y2,X
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2. Suppose V is the set of R² with addition and scalar multiplication defined as follows: (x,,x,,x2)+(y,,Y»,y)=(x,, Y2,X
2. Suppose V is the set of R² with addition and scalar multiplication defined as follows: (x,,x,,x2)+(y,,Y»,y)=(x,, Y2,X, - y) a(x1,x2,43 ) = (ax,a,ax) where a is any scalar. Is V a vector space?
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