N = 10^100
log(N!) =log N+log (N-1)!= X*N
X*10^100=100+log(10^100-1)!
X=[100+log(10^100-1)!]/10^100
N = 10^100
log(N!) =log N+log (N-1)!= X*N
X*10^100=100+log(10^100-1)!
X=[100+log(10^100-1)!]/10^100
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sterling formula: n!=... =(2Pi*n)^.5*(n/e)^n
-jinjing-
♀
(0 bytes)
()
12/23/2012 postreply
19:01:50
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following your idea, one can get a good result 100 without any c
-wxcfan123-
♂
(69 bytes)
()
12/24/2012 postreply
14:25:35
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