(In reply to
computer solution by Charlie)
Using greater precision UBASIC, we can extend the Bell numbers beyond what shows in Sloan:
list
10 point 18
20 for K=1 to 25
30 T=0
40 Term=1:F=1
50 for N=1 to 44
60 F=F*N
70 Term=N^K/F
80 T=T+Term
90 next
100 print K;int(T/exp(1)+0.5)
110 next
OK
run
1 1
2 2
3 5
4 15
5 52
6 203
7 877
8 4140
9 21147
10 115975
11 678570
12 4213597
13 27644437
14 190899322
15 1382958545
16 10480142147
17 82864869804
18 682076806159
19 5832742205057
20 51724158235372
21 474869816156751
22 4506715738447323
23 44152005855084346
24 445958869294805289
25 4638590332229999353
OK
|
Posted by Charlie
on 2008-02-19 13:03:43 |