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What does it mean if an Ideal $I$ is generated by two inputs. Like, let $I = (p, x^2 +1)$. And then, for a Ring $R$, what does $R/I$ mean?

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    Is $R = F[x]$ some polynomial ring, over a field or domain? Are you interested in understanding ideals generally, or, instead, interested only in how to compute in this particular type of quotient ring $R/I\, ?\ \ \ $2012-11-27

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