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efcfan
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« Reply #15 on: June 30, 2007, 01:03:51 AM » |
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Yeah - I think the Eastbourne FC fan is right..
Up The Toffees !!!!!!!! |
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Ironside
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« Reply #16 on: June 30, 2007, 01:04:41 AM » |
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the answer to the question is Paris
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I am the master of my fate
I am the captain of my soul.
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KingPoker
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« Reply #17 on: June 30, 2007, 01:13:40 AM » |
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Yeah - I think the Eastbourne FC fan is right..
Up The Toffees !!!!!!!! Good man!!!!!!! |
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bolt pp
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« Reply #18 on: June 30, 2007, 01:14:36 AM » |
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you mangled it
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MKKfish
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« Reply #19 on: June 30, 2007, 01:15:57 AM » |
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6 player...12 cards dealt
1st peep 3/50 to hit pair
2nd peep..ditto
3rd peep ditto
4th peep ditto
5th peep ditto
6th peep ditto
(a) So odds to hit four of = 3/50 * 3/50 * 3/50 * 3/50
But you have 6 peeps taking a shot at this so...
(b) Any 4 peeps from 6 = 6x5x4x3/1*2*3*4
Ergo (A)/(B) = ANSWER
Someone get a calculator
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tikay
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« Reply #20 on: June 30, 2007, 01:24:23 AM » |
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6 player...12 cards dealt
1st peep 3/50 to hit pair
2nd peep..ditto
3rd peep ditto
4th peep ditto
5th peep ditto
6th peep ditto
(a) So odds to hit four of = 3/50 * 3/50 * 3/50 * 3/50
But you have 6 peeps taking a shot at this so...
(b) Any 4 peeps from 6 = 6x5x4x3/1*2*3*4
Ergo (A)/(B) = ANSWER
Someone get a calculator
Thank you, someone get me an Anadin! |
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All details of the 2016 Vegas Staking Adventure can be found via this link - http://bit.ly/1pdQZDY (copyright Anthony James Kendall, 2016). |
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MKKfish
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« Reply #21 on: June 30, 2007, 01:25:26 AM » |
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Bollox to my own calcs.......since I've already said it's the same for any other distribution it must be;
2/52 x 2/52 x 2/52 x 2/52
divided by
6 x 5 x 4 x3 / 1 x 2 x 3 x4
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vegaslover
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« Reply #22 on: June 30, 2007, 01:29:27 AM » |
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Yeah - I think the Eastbourne FC fan is right..
Nah, he's missed a b it's eastbourne borough football club |
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tikay
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« Reply #23 on: June 30, 2007, 01:31:00 AM » |
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Bollox to my own calcs.......since I've already said it's the same for any other distribution it must be;
2/52 x 2/52 x 2/52 x 2/52
divided by
6 x 5 x 4 x3 / 1 x 2 x 3 x4
15/1? Surely not? |
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All details of the 2016 Vegas Staking Adventure can be found via this link - http://bit.ly/1pdQZDY (copyright Anthony James Kendall, 2016). |
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bolt pp
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« Reply #24 on: June 30, 2007, 01:32:54 AM » |
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15 to the power of 3 FFS!!!!!!
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tikay
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« Reply #25 on: June 30, 2007, 01:36:53 AM » |
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15 to the power of 3 FFS!!!!!!
Which is........? |
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All details of the 2016 Vegas Staking Adventure can be found via this link - http://bit.ly/1pdQZDY (copyright Anthony James Kendall, 2016). |
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bolt pp
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« Reply #26 on: June 30, 2007, 01:37:50 AM » |
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15 to the power of 3 FFS!!!!!!
Which is........?  |
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CelticGeezeer
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« Reply #27 on: June 30, 2007, 02:16:42 AM » |
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start\programs\accessories\calculator
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"When I give food to the poor, they call me a saint. When I ask why the poor have no food, they call me a communist." - Dom Helder Camara
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RobS
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« Reply #28 on: June 30, 2007, 03:06:02 AM » |
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I will have a go.....
There are 15 combinations of any 4 from 6. [(6*5)/(1*2)].
Obviously the chance of one person being dealt a pocket pair is 1/17. If it is known that one person has been dealt a pocket pair, then the odds of another person being dealt a pocket pair are not exactly 1/17, too complicated to work out but 1/17 is a good approximation still.
So the approx chance of 4 players being dealt pocket pairs at a 6 handed table are 15 * 1/17 * 1/17 *1/17 * 1/17 = 1 / 5568.
So once in 5,568 deals. Not exactly right but close enough I think....
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tikay
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« Reply #29 on: June 30, 2007, 09:15:18 AM » |
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I will have a go.....
There are 15 combinations of any 4 from 6. [(6*5)/(1*2)].
Obviously the chance of one person being dealt a pocket pair is 1/17. If it is known that one person has been dealt a pocket pair, then the odds of another person being dealt a pocket pair are not exactly 1/17, too complicated to work out but 1/17 is a good approximation still.
So the approx chance of 4 players being dealt pocket pairs at a 6 handed table are 15 * 1/17 * 1/17 *1/17 * 1/17 = 1 / 5568.
So once in 5,568 deals. Not exactly right but close enough I think....
Thanks Rob. |
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All details of the 2016 Vegas Staking Adventure can be found via this link - http://bit.ly/1pdQZDY (copyright Anthony James Kendall, 2016). |
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Author