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Mathematical types - stat problem!
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<blockquote data-quote="Abisashi" data-source="post: 4648175" data-attributes="member: 15334"><p>I cheated; for two dice, I made a table in excel with 1-20 along the top and the same along the side, then in the 400 squares between them I had it find the larger of the corresponding column and row numbers (the MAX function in excel). I added up all of the middle numbers and divided by 400.</p><p></p><p>For three dice, I did the same as for two, but with 20 tables, and each middle box was the max of the column, row, and table number. I added up all of the middle boxes and divided by 8,000.</p><p></p><p>For me, the easiest way to do these kinds of tests is to use excel or perl. I did all of this in less than 5 minutes. I didn't save the excel spreadsheet, but Elric has kindly provided a more straightforward way of finding the answer anyway.</p><p></p><p></p><p></p><p></p><p>I'll do this later tonight.</p></blockquote><p></p>
[QUOTE="Abisashi, post: 4648175, member: 15334"] I cheated; for two dice, I made a table in excel with 1-20 along the top and the same along the side, then in the 400 squares between them I had it find the larger of the corresponding column and row numbers (the MAX function in excel). I added up all of the middle numbers and divided by 400. For three dice, I did the same as for two, but with 20 tables, and each middle box was the max of the column, row, and table number. I added up all of the middle boxes and divided by 8,000. For me, the easiest way to do these kinds of tests is to use excel or perl. I did all of this in less than 5 minutes. I didn't save the excel spreadsheet, but Elric has kindly provided a more straightforward way of finding the answer anyway. I'll do this later tonight. [/QUOTE]
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