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Define \( \oplus \text{ on } \mathbb{R} X \mathbb{R} \) by setting \( (a,b) \oplus (c,d)=(ac-bd, ad+bc) \) Show that \( ( \mathbb{R} X \mathbb{R} , \oplus ) \) is an algebraic system
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@eliassaab I have not touched rings or fields yet how wld i show that it is an algebraic system
This cant be a group since (0,0) doesnt have a unique inverse
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