someone here knows rings in algebra its urgent
hmmm, rings have division issues is about the most i can recall of them at the moment
no.......i needed help with a theorem
i might not be able to help, but it would be a good idea to post the theorum so that someone could see it and know if they can help out
show that (n) is a maximal ideal of Z if n is prime
and Z is the set of integers right? and what is the definition of "a maximal ideal"?
is (n) a special notation? or is it just your way of making n standout from the sentence?
ya
hmm, i cant even make sense of the definitions im finding for ideals ....
http://www.maths.nuigalway.ie/MA416/section3-4.pdf this looks like it might be readable, if you know the terminology being used ... which i dont
what would an ideal of Z properly containing (5) look like? can it be written in set notation by chance?
show Z/(n) is a field
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