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12 Nov 2019
Give an example of: (a) A commutative ring that is not an integral domain. (b) A Euclidean domain that is not a field. (c) An integral domain that is not a UFD. (d) A maximal ideal in Z[x]. Justify your answers.
Give an example of: (a) A commutative ring that is not an integral domain. (b) A Euclidean domain that is not a field. (c) An integral domain that is not a UFD. (d) A maximal ideal in Z[x]. Justify your answers.
Trinidad TremblayLv2
12 Jul 2019