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Probability calculations for 10-12 uniqe streets

Started by ignatus, Jan 04, 09:08 AM 2017

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0 Members and 2 Guests are viewing this topic.

ignatus

I have two questions, related to my "Fools Gold"-system, to those who know maths and probability calculations:

*What is the probability for 10 uniqe Streets to hit (no repeats?)

*What is the probability for 12 uniqe Streets to hit (no repeats?)

Thx
If you like to donate link::[url="//paypal.me/ignatus1"]//paypal.me/ignatus1[/url]

"Focus on predicting wheel sectors where the ball is expected to land" ~Steve

Herby

Hi ignatus,
Quote from: ignatus on Jan 04, 09:08 AM 2017*What is the probability for 10 uniqe Streets to hit (no repeats?)

(37./37.) (34./37.) (31./37.) (28./37.) (25./37.) (22./37.) (19./37.) (16./37.) (13./37.) (10./37.)
= 0.00493586

*What is the probability for 12 uniqe Streets to hit (no repeats?)

(37./37.) (34./37.) (31./37.) (28./37.) (25./37.) (22./37.) (19./37.) (16./37.) (13./37.) (10./37.) (7./37.) (4./37.) = 0.000100953


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