Talk:Reciprocal

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I can't understand the problem..

that question is 'The reciprocal of a nonzero interger is an interger..' i have to prove this problem.. if the sentense is a fault, explain why or give an example thatshows it is flase.

  • I don't think this is the place, but... If a\in I, then the reciprocal of a is \frac1a, which is never integer unless a\equiv1.

[edit] Make this a redirect to Multiplicative inverse

Since so many of the links to Reciprocal are for the meaning multiplicative inverse, I suggest that this page be made into a redirect to multiplicative inverse, and a disambiguation link be placed on multiplicative inverse to take care of the only valid link, reciprocal (grammar). It would then be easy to simply correct the non-mathematical links to this page, most of which should not be links anyway. If there is no objection, I will go ahead and do this. -- Natalya 23:16, 23 March 2006 (UTC)

[edit] dust bags!

Omg i couldn't find out what i wanted! —Preceding unsigned comment added by 71.50.152.142 (talk) 22:09, 8 January 2008 (UTC)