a. If u, u, u R, verify the axiom (u+v)+w=v+(+w) of the vector space R. b....

  

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a. If u, u, u R, verify the axiom (u+v)+w=v+(+w) of the vector space R. b. Let *-.*-B). Verify the axiom X(+) = A + A of the vector space R. X = 2, u = a. If u, u, u R, verify the axiom (u+v)+w=v+(+w) of the vector space R. b. Let *-.*-B). Verify the axiom X(+) = A + A of the vector space R. X = 2, u =

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