摘要
本文给出了Fermat数F.的末两位数的一个性质。即证明了:对于n≥2,当n等于4k,4k+1,4k+2,4k+3时,f.的末两位数分别是37,97,1 7,57。
In this paper we give a property of Fermat numbers. The following main theorems are proved:When n = 4k,4k+1,4k+2,4k + 3(n≥2), but end 2-place of Fermat numbersit 37,97,17,57.
