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Moojus Hint #4: Probablity
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Moojus Hint #4: Probablity Posted by Moojus (VIP) Mar 2 2006 9:21AM Todays Tip:<br><br> <br><br>Basic Probability Theory<br><br> <br><br>In Cribbage as in most card games and games of chance, one should have an understanding of probability; usually referred to as the odds. This understanding will help you become a better cribbage (and card) player.<br><br> <br><br>For this, I will use the standard coin and add the real world dynamics that it must land either on heads or tails. Landing on the edge is not a valid option.<br><br> <br><br>First, I will keep it easy. If I flip the coin, what are the odds (probability) that it will land heads up? The odds are 50%. The calculation is the sum of desired outcomes (1heads) divided by the number of possible outcomes (2-heads or tails).<br><br> <br><br>1 / 2 = 50%<br><br> <br><br> <br><br>Now for a more difficult example, If I flip this same coin 4 times what are the odds of it coming up heads exactly twice? Is it 50% or is it something like 50% * 50% * 50% * 50% = 6.25%. Got you thinking havent I?<br><br> <br><br>To compute the odds (probability), we must figure out all possible outcomes that could occur from flipping a coin 4 times; these I list below:<br><br> <br><br>HHHH <br><br>HHHT<br><br>HHTH<br><br>HTHH<br><br>THHH<br><br>HHTT*<br><br>HTHT*<br><br>THHT*<br><br>HTTH*<br><br>TTHH*<br><br>THTH*<br><br>HTTT<br><br>THTT<br><br>TTHT<br><br>TTTH<br><br>TTTT<br><br> <br><br>There are 16 possible outcomes. I put an * next to each where exactly 2 heads appear. There are 6 of these where there are exactly 2 heads.<br><br> <br><br>Using the calculations, the odds (probability) of exactly 2 heads appear if we flip the coin 4 times is the number of desired outcomes (6) divided by the number of possible outcomes (16):<br><br> <br><br>6 / 16 = 37.5%<br><br> <br><br>You need to understand this theory as it can be used to help you decide what to hold and/or discard. Remember, there is the negative side to the odds and this negative side does raise its ugly head!<br><br> <br><br>Some players say that some players are lucky because they get a lot of cuts for the hand and/or crib.. In reality, many lucky players have the skill of understanding the probability theory.<br><br> <br><br>I hope that some of you are able to use my hints.<br><br> <br><br>Happy Pegs,<br><br>Bob Moojus Milk<br><br> <br><br>These suggestions for improvement come from many sources, including, but not limited to the following:<br><br>Play Winning Cribbage by Delynn Colvert (the undisputed top player in North America) <br>Cribbage: A New Concept by John Chambers <br>The Cribbage Forum web site hosted by Michael Schell <br>Hints from some of the top American Cribbage Congress Players <br>My personal experiences <br> <br><br>Disclaimer: I have no vested interest in any of the publications listed. These techniques work for me and for many others; your results may vary.<br><br> |
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