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							<channel><title>New Posts For Thread: Deal or no Deal probability question</title><link>https://community.betfair.com/general_betting/go/thread/view/94082/30182701/deal-or-no-deal-probability-question</link><description>Apologies if this has been discussed ad infinitum before ...I couldn't see any threads on the subject and a Google search didn't turn up any relevant results ...Basically, I would like it  if one or more of the more mathematically adept members of th</description><item><title>He does not offer a fair amount. But the value of money is not constant. If your expectancy was &Acirc;&pound;50,0000,000 you might be correct to settle for accepting only &Acirc;&pound;10,000,000.</title><link>https://community.betfair.com/general_betting/go/thread/view/94082/30182701/deal-or-no-deal-probability-question?post_id=538919567#538919567</link><description>He does not offer a fair amount. But the value of money is not constant. If your expectancy was &Acirc;&pound;50,0000,000 you might be correct to settle for accepting only &Acirc;&pound;10,000,000.</description><pubDate>Tue, 15 Apr 2014 08:51:03 -0500</pubDate></item><item><title>I know this shouldn't come as a surprise but I've never seen the dealer offer more than the mathematical expectation, has anyone?</title><link>https://community.betfair.com/general_betting/go/thread/view/94082/30182701/deal-or-no-deal-probability-question?post_id=538909809#538909809</link><description>I know this shouldn't come as a surprise but I've never seen the dealer offer more than the mathematical expectation, has anyone?</description><pubDate>Mon, 14 Apr 2014 10:40:29 -0500</pubDate></item><item><title>Watched this prog recently,the above methods of probability calculation are correct-however the player holds one of the boxes,making the target only 21 boxes to choose from.</title><link>https://community.betfair.com/general_betting/go/thread/view/94082/30182701/deal-or-no-deal-probability-question?post_id=538519987#538519987</link><description>Watched this prog recently,the above methods of probability calculation are correct-however the player holds one of the boxes,making the target only 21 boxes to choose from.</description><pubDate>Fri, 21 Mar 2014 10:24:25 -0500</pubDate></item><item><title>Thank you gentlemen ... it all seems so obvious once it's explained clearly and succinctly</title><link>https://community.betfair.com/general_betting/go/thread/view/94082/30182701/deal-or-no-deal-probability-question?post_id=538355947#538355947</link><description>Thank you gentlemen ... it all seems so obvious once it's explained clearly and succinctly</description><pubDate>Tue, 11 Mar 2014 08:07:40 -0500</pubDate></item><item><title>Ignore beaten again</title><link>https://community.betfair.com/general_betting/go/thread/view/94082/30182701/deal-or-no-deal-probability-question?post_id=538351131#538351131</link><description>Ignore beaten again</description><pubDate>Mon, 10 Mar 2014 18:58:25 -0500</pubDate></item><item><title>Pick two boxes from the original 22 boxes. One of the two selected boxes must contain the &Acirc;&pound;250k and the remaining selected box from the remaining total of 21 boxes must contain the &Acirc;&pound;100k:(2/22)*(1/21) = 1/231 = 0.43%</title><link>https://community.betfair.com/general_betting/go/thread/view/94082/30182701/deal-or-no-deal-probability-question?post_id=538351127#538351127</link><description>Pick two boxes from the original 22 boxes. One of the two selected boxes must contain the &Acirc;&pound;250k and the remaining selected box from the remaining total of 21 boxes must contain the &Acirc;&pound;100k:(2/22)*(1/21) = 1/231 = 0.43%</description><pubDate>Mon, 10 Mar 2014 18:58:00 -0500</pubDate></item><item><title>22 boxes, and doesn't matter which way round they are, so there are 22 x 21 / 2 combinations. Therefore the probability of the final two being &Acirc;&pound;100k and &Acirc;&pound;250k is 1/22 x 1/21 x 2 = 1/231 = 0.433 %.</title><link>https://community.betfair.com/general_betting/go/thread/view/94082/30182701/deal-or-no-deal-probability-question?post_id=538350997#538350997</link><description>22 boxes, and doesn't matter which way round they are, so there are 22 x 21 / 2 combinations. Therefore the probability of the final two being &Acirc;&pound;100k and &Acirc;&pound;250k is 1/22 x 1/21 x 2 = 1/231 = 0.433 %.</description><pubDate>Mon, 10 Mar 2014 18:46:27 -0500</pubDate></item><item><title>Apologies for resuscitating this thread but in view of today's game I just wondered if one of you maths whizzkids could tell me how to work out the probability of the last two boxes in the game being the two biggies ... ie the &Acirc;&pound;100,000 and the &Acirc;&pound;250</title><link>https://community.betfair.com/general_betting/go/thread/view/94082/30182701/deal-or-no-deal-probability-question?post_id=538346421#538346421</link><description>Apologies for resuscitating this thread but in view of today's game I just wondered if one of you maths whizzkids could tell me how to work out the probability of the last two boxes in the game being the two biggies ... ie the &Acirc;&pound;100,000 and the &Acirc;&pound;250</description><pubDate>Mon, 10 Mar 2014 14:13:03 -0500</pubDate></item><item><title>sorry, cross posted there  Mr Magoo ...</title><link>https://community.betfair.com/general_betting/go/thread/view/94082/30182701/deal-or-no-deal-probability-question?post_id=537570203#537570203</link><description>sorry, cross posted there  Mr Magoo ...</description><pubDate>Wed, 22 Jan 2014 04:53:26 -0600</pubDate></item><item><title>Thank you all, gentlemen. My "0.4329" above was a typo btw, I meant to write "0.04329".I can see now that I was overcomplicating the issue of the probability of picking the big one in the first round ...22 boxes, 5 selections so it's just 5/22. So as</title><link>https://community.betfair.com/general_betting/go/thread/view/94082/30182701/deal-or-no-deal-probability-question?post_id=537570175#537570175</link><description>Thank you all, gentlemen. My "0.4329" above was a typo btw, I meant to write "0.04329".I can see now that I was overcomplicating the issue of the probability of picking the big one in the first round ...22 boxes, 5 selections so it's just 5/22. So as</description><pubDate>Wed, 22 Jan 2014 04:52:01 -0600</pubDate></item></channel></rss>
