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Old 01-10-2016, 10:07   #1
Sdiver
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Powerball

... is now over,

ONE BILLION DOLLARS.
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Old 01-10-2016, 10:27   #2
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Glad I could help push it over the top.
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Old 01-10-2016, 12:47   #3
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Ah, so this is what those numbers REALLY mean ....
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Old 01-10-2016, 15:09   #4
(1VB)compforce
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Originally Posted by Sdiver View Post
... is now over,

ONE BILLION DOLLARS.
Heh, I bet $20 on it and won $96 so I now have $60 worth of tickets for Wednesday, my original $20 and $16 in profit... I can live with that
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Old 01-10-2016, 15:49   #5
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Numbers running by the state.
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Old 01-10-2016, 18:35   #6
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At this point, you could purchase tickets with each of the 292.2 million possible combinations and still come out ahead.

S.
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Old 01-10-2016, 20:20   #7
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At this point, you could purchase tickets with each of the 292.2 million possible combinations and still come out ahead.

S.
Unless you end up splitting, in which case you are out a whole lot of cash...
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Old 01-10-2016, 20:25   #8
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Unless you end up splitting, in which case you are out a whole lot of cash...
True...

And if I had $292.2 million I wouldn't need to play the lottery.
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Old 01-11-2016, 12:40   #9
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At this point, you could purchase tickets with each of the 292.2 million possible combinations and still come out ahead.

S.

The first five numbers are chosen from 69 balls, numbered 1-69. The sixth number, or Powerball number is chosen from 26 balls numbered 1-26. The number of potential combinations to win the total prize is:

69*68*67*66*65*26 = 35,064,160,560

Tickets cost $2.00. In order to purchase tickets with every combination of possible outcomes, it would cost $70,128,321,120.
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Old 01-11-2016, 14:42   #10
(1VB)compforce
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Originally Posted by SF-TX View Post
The first five numbers are chosen from 69 balls, numbered 1-69. The sixth number, or Powerball number is chosen from 26 balls numbered 1-26. The number of potential combinations to win the total prize is:

69*68*67*66*65*26 = 35,064,160,560

Tickets cost $2.00. In order to purchase tickets with every combination of possible outcomes, it would cost $70,128,321,120.


Quote:
...
Some persons who enjoy statistics (they do really exist) will come up with odds of 1 in 17 billion for the jackpot prize. Remember that you don't need to match the numbers in exact order - we use combinations to determine the probabilities for the first five white balls and not permutations.
http://www.powerball.com/pb_contact.asp

Unfortunately I am one of those people who enjoy statistics ( a sadist) and likes to figure out just how low my odds of winning actually are (doubly sadistic)


the formula for the first five would be
n!/r!(n-r)! where n is the number of balls (69) and r is the number of draws (5)

or

69!/5!(69-5)!

which is

~1.711e^98/120(~1.2688e^89) = 11,238,513

that e^98 is meant to mean "times ten to the 98th power" but adding exponents to the text didn't work so I used the shorthand. It does not mean e where e=~2.7

Then you have those odds times the number of power balls (26)

11238513 * 26 = 292,201,338

at $2/ticket it would cost $584,402,676

A more important statistic is EV (Expected Value) which tells us what the value of a ticket really is. In the real, non-lottery, world you use this to figure out what the right price for a gamble is (or how many Powerball tickets to buy to maximize your return). Poker players use it to figure out how much to bet on a given hand.

Here's a pretty good explanation of EV as it relates to Powerball:

http://www.slate.com/articles/life/d...mugs_game.html

Last edited by (1VB)compforce; 01-11-2016 at 15:05. Reason: added clarification on the formula
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Old 01-11-2016, 15:12   #11
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Originally Posted by (1VB)compforce View Post
http://www.powerball.com/pb_contact.asp

Unfortunately I am one of those people who enjoy statistics ( a sadist) and likes to figure out just how low my odds of winning actually are (doubly sadistic)


the formula for the first five would be
n!/r!(n-r)! where n is the number of balls (69) and r is the number of draws (5)

or

69!/5!(69-5)!

which is

~1.711e^98/120(~1.2688e^89) = 11,238,513

that e^98 is meant to mean "times ten to the 98th power" but adding exponents to the text didn't work so I used the shorthand. It does not mean e where e=~2.7

Then you have those odds times the number of power balls (26)

11238513 * 26 = 292,201,338

at $2/ticket it would cost $584,402,676

A more important statistic is EV (Expected Value) which tells us what the value of a ticket really is. In the real, non-lottery, world you use this to figure out what the right price for a gamble is (or how many Powerball tickets to buy to maximize your return). Poker players use it to figure out how much to bet on a given hand.

Here's a pretty good explanation of EV as it relates to Powerball:

http://www.slate.com/articles/life/d...mugs_game.html
Fuck it ... I'm moving to Kentucky.
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Old 01-11-2016, 15:16   #12
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Originally Posted by (1VB)compforce
Unfortunately I am one of those people who enjoy statistics ( a sadist)...
Actually, that would make you a masochist. Now, enticing me to read your post, that makes you a sadist.

Pat
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Old 01-11-2016, 15:17   #13
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Actually, that would make you a masochist. Now, enticing me to read your post, that makes you a sadist.

Pat
so... it was a freudian slip...
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Old 01-11-2016, 16:02   #14
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Fuck it ... I'm moving to Kentucky.
Now that's some funny chit.
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Old 01-11-2016, 16:08   #15
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Originally Posted by (1VB)compforce View Post
http://www.powerball.com/pb_contact.asp

Unfortunately I am one of those people who enjoy statistics ( a sadist) and likes to figure out just how low my odds of winning actually are (doubly sadistic)


the formula for the first five would be
n!/r!(n-r)! where n is the number of balls (69) and r is the number of draws (5)
I calculated for a permutation without repetition instead of a combination without repetition, or replacement.
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