wincardona
Verified Member
Exactly my point, you said a probability expert can come up with a formula to give us AN IDEA not an exact answer. The reason he won't be able to give us an exact answer is because there is none. And the only way he will be able to give us an idea of the answer is to pick two players and play out the two differen't games 100's of times and add up the balls pocketed by the player getting the free push in both scenarios deduct the balls pocketed in the games without the push against the balls pocketed with the push and divide that number by the amt of games played . If you play 100 games of both scenarios then you would divide the ball difference by 100, that will give you the ball value for the free push FOR THOSE TWO PLAYERS.gulfportdoc said:Artie, here is a golden chance to get a hundred out of Cardone, while only putting up a buck!! This opportunity almost never comes up, so we should investigate this further. After all, $100 is almost enough to buy a cup of coffee and a plain doughnut at Harrah's...
This from Wikipedia: "Probability is a way of expressing knowledge or belief that an event will occur or has occurred. Statistics is the science of the collection, organization, and interpretation of data." The two disciplines can obviously go hand in hand.
What Billy is referring to are statistics. But a statistician could not give us the answer here. I believe a probability expert would have enough data, based upon this specific question, to establish a formula which would give us an idea of what a scratch, or a free scratch, or a foul would be worth in this set of circumstances.
Do you know anyone from the university that could put you in contact with a probability professor? We have a university here, but all they teach is Cajun cooking, metal shop, and courses on William Faulkner.
I have a book Probability for Dummies by Deborah Rumsey, PhD; but after diligently trying to follow the formulae set ups, my mind shut down. I need a probability book for sub-dummies.
Doc
And that answer would only be an approximate value, but close enough to make a game.
Billy I.