Show that the operation of multiplication defined in the
Chapter 15, Problem 55E(choose chapter or problem)
Problem 55E
Show that the operation of multiplication defined in the proof of Theorem 15.6 is well-defined.
Reference:
Theorem 15.6 Field of Quotients
Let D be an integral domain. Then there exists a field F ( called the field of quotients of D ) that contains a subring isomorphic to D.
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