The solution set S3 of the equation ,S3={( x , y ) ∈R 2 :
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Which pair of vector addition and scalar multiplication definitions would make S, a vector space (A, B, or C)? Verify your answer by confirming that all ten axioms in the definition of a vector space are true for all vectors in the set. A. uⒸv=(₁,₂)(v₁, v₂)=(u₂+v₁, In u₂+In v₂) cou co(u₁,₂)=(cu₁, clnu₂) B. u v= (u₁, ₂) (V₁, V₂] =(U₁+V₁₁U₂V₂) C. uv (u₁,u₂ D. None of these. cou cou₁,₂)=(cu₁, u₂²) cou=co(u₁,₂)=(cu₁, eu) (v₁, v₂] = (u₁+v₁,e²+e")
The solution set S3 of the equation , S3={( x , y ) ∈R 2 : please help will rate properly, thank you
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