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EXERCISES AND SOLUTIONS IN GROUPS RINGS AND FIELDS1k 1 = Kb 1k 2. It Follows That A 1k 1 = B 1k 2. Since A 1 And B 1 Are Relatively Prime We Have A 1jk 2 And B 1jk 1. Then K 2 = A 1:cand K 1 = B 1:u. Then We Have A 1k 1 = A 1b 1u= B 1a 1cit Follows That U= Cand T= Ak 1 = Ka 1b 1chence L= Ka 1b 1jt. 1th, 2024
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