In math, is it possible to have an odd number be a perfect number as well? Please explain
Please help.
It's not have yet to be proven, so, maybe or maybe not. But here are the list of 48 perfect numbers http://en.wikipedia.org/wiki/List_of_perfect_numbers
Really? My teacher said who ever answers it gets extra credit!):
I never said there is none. I only said, that no one has yet to prove that there are no odd perfect number. So if you can find it, then good.
None have ever been found and, although it has yet to be proven, there are probably NO odd perfect numbers.
I'd suggest using Google and doing a search for odd perfect number. Here's one such link I have found: http://primes.utm.edu/mersenne/ (scroll down to part 2) There are plenty of other links you can find.
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