most recent 30 from http://mathoverflow.net 2013-05-23T16:35:32Z http://mathoverflow.net/feeds/user/18221 http://www.creativecommons.org/licenses/by-nc/2.5/rdf http://mathoverflow.net/questions/82038/simple-question-the-chances-of-winning-card-game KuB 2011-11-28T02:19:47Z 2011-11-28T03:06:54Z

<p>I have a simple question - four players tear four games of cards, what is the probability that each will win exactly once?</p> <p>a) 1</p> <p>b) (1/4)^4</p> <p>c) 1/4*(3/4)^3</p> <p>d) 1/4*1/3*1/2*1</p> <p>maybe it is silly, but after whisky :D we have a dispute ...</p>

http://mathoverflow.net/questions/76946/modified-banachs-matchbox-problem KuB 2011-10-01T21:17:09Z 2011-10-01T21:17:09Z

<p>Hi, first of all sorry for my English</p> <p>Classic Banach's matchbox problem (from wiki): Suppose a mathematician carries two matchboxes at all times: one in his left pocket and one in his right. Each time he needs a match, he is equally likely to take it from either pocket. Suppose he reaches into his pocket and discovers that the box picked is empty. If it is assumed that each of the matchboxes originally contained N matches, what is the probability that there are exactly k matches in the other box?</p> <p>But I need to solve a problem: Mathematician discover that the box is empty when take last match form the box. (originally he discover that the box is empty when hi want to take a match and in the box was no longer matches)</p> <p>Can anyone help me ? I would ask for a solution with explanation.</p>

http://mathoverflow.net/questions/76946/modified-banachs-matchbox-problem KuB 2011-10-02T07:17:52Z 2011-10-02T07:17:52Z

obviously in the right place :D

http://mathoverflow.net/questions/76946/modified-banachs-matchbox-problem KuB 2011-10-02T07:12:44Z 2011-10-02T07:12:44Z

in that case, just insert -1 to the formula?