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Some Quotient Rings Basics
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f21 final problem 05
We go over some basic properties of quotient rings: the form of the elements, the multiplicative identity, multiplicative commutativity, and the fact that if an ideal is prime then its quotient is an integral domain.
We go over some basic properties of quotient rings: the form of the elements, the multiplicative identity, multiplicative commutativity, and the fact that if an ideal is prime then its quotient is an integral domain.
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