ddrain3907 ddrain3907

08-02-2024
Mathematics

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Let V be the set of all ordered pairs of real numbers, and consider the following addition and scalar multiplication operations on u=(u1,u2) and v=(v1,v2) : u+v=(u1+v1+1,u2+v2+1),ku=(ku1,ku2) Show that Axiom 5 holds by producing an ordered pair −u such that u+(−u)=0 for u=(u1,u2).

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