Can someone help me how to prove that V= R² is not a vector space with respect to the operations: (a, b) + (c, d) = (a, b) and k(a,b) = (ka, kb) appreciate your help thanks
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Originally Posted by allianne Can someone help me how to prove that V= R² is not a vector space with respect to the operations: (a, b) + (c, d) = (a, b) and k(a,b) = (ka, kb) Have you correctly copied this problem? If you have, have you considered the commutive property of vector addition?
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