Each of the six numbered regions in Fig. 19.10 corresponds to a certain type of a ring.
Question:
Each of the six numbered regions in Fig. 19.10 corresponds to a certain type of a ring. Give an example of a ring in each of the six cells. For example, a ring in the region numbered 3 must be commutative (it is inside the commutative circle), have unity, but not be an integral domain.
Data from Figure 19.10
Transcribed Image Text:
Commutative rings 4 3 Integral Fields 1 Domains 2 5 Rings with unity 6
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