Question: Let v? = (1,-1,0) and v? = (0,2,0). Given D= (Q=(a,b,c) E RIQ is orthogonal to both v1 and v2) is a subspace of R

Let v? = (1,-1,0) and v? = (0,2,0). Given D= (Q=(a,b,c)

E RIQ is orthogonal to both v1 and v2) is a subspace

Let v? = (1,-1,0) and v? = (0,2,0). Given D= (Q=(a,b,c) E RIQ is orthogonal to both v1 and v2) is a subspace of R³ (assume the normal dot product on D). A basis for Disa. {(0,-1,2))b. {(1,0,2)}c. {(0,0,2), (1, 0, 1)}d. ((0,0,2))

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