Let Z[i] = {a + bi
Chapter 15, Problem 57E(choose chapter or problem)
Let \(Z[i] = \{a + bi | a, b \in Z\}\). Show that the field of quotients of Z[i] is ring-isomorphic to \(Q[i] = \{r + si | r, s \in Q\}\). (This exercise is referred to in Chapter 18.)
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