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0/0 exists in the 0 ring

Name: Anonymous 2006-12-09 15:09

{0} is a ring under multiplication. 0 is the multiplicative identity and additive identity.

we have 0 x 0 = 0
so 0/0 = 0 and everythign works fine!

Name: Anonymous 2006-12-13 20:54 (sage)

{0} is not a ring in the first place, but even if it was, there's a reason we call these "trivial".

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