M movest New member Joined Sep 14, 2008 Messages 2 Oct 29, 2008 #1 Explain why a commutative ring with unity that is not an integral domain cannot be contained in a field. (contemporary abstract algebra 6th/E by gallian exercise 54 in ch15) can anyone help me?
Explain why a commutative ring with unity that is not an integral domain cannot be contained in a field. (contemporary abstract algebra 6th/E by gallian exercise 54 in ch15) can anyone help me?
