[ QUOTE ]
That chart was perfect, is there any chance you could post the same chart with 10 events, with 6,7, and 8%.
[/ QUOTE ]
It's past Aaron's bedtime, so night shift's responding: [img]/images/graemlins/wink.gif[/img]
Here are both tables. The first one matches Aaron's.
If it appears to anyone that these tables are not formatted properly, let me know. To me they look right, but that may depend on browser settings, fonts, tabs, etc. The percents, totals, and mean should appear approximately in the center of each column.
<font class="small">Code:</font><hr /><pre>
6% 7% 8%
0 0.6484775942 0.6017008706 0.5578466012
1 0.2897453080 0.3170251899 0.3395588008
2 0.0554831441 0.0715863332 0.0885805567
3 0.0059024621 0.0089803644 0.0128377618
4 0.0003767529 0.0006759414 0.0011163271
5 0.0000144288 0.0000305264 0.0000582432
6 0.0000003070 0.0000007659 0.0000016882
7 0.0000000028 0.0000000082 0.0000000210
total 1.00 1.00 1.00
mean 0.42 0.49 0.56
6% 7% 8%
0 0.5386151141 0.4839823072 0.4343884542
1 0.3437968813 0.3642877581 0.3777290906
2 0.0987501680 0.1233877890 0.1478070355
3 0.0168085392 0.0247660078 0.0342740952
4 0.0018775496 0.0032621892 0.0052156232
5 0.0001438123 0.0002946493 0.0005442389
6 0.0000076496 0.0000184816 0.0000394376
7 0.0000002790 0.0000007949 0.0000019596
8 0.0000000067 0.0000000224 0.0000000639
9 0.0000000001 0.0000000004 0.0000000012
10 0.0000000000 0.0000000000 0.0000000000
total 1.00 1.00 1.00
mean 0.60 0.70 0.80
</pre><hr />
The formula for each cell in the second table is Combin(10,n)*p^n*(1-p)^(10-n) where n is the number of yeses from the first column, and p is 6%, 7%, or 8%. For the first table, change the 10s to 7s.