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AR15.COM
5/14/2010 9:43:59 PM EDT
There are 500 total tickets.
There are 21 prizes total.
What are my odds of winning with one ticket?
5/14/2010 9:45:14 PM EDT
[#1]
4%?




5/14/2010 9:46:27 PM EDT
[#2]
1:24?
5/14/2010 9:48:10 PM EDT
[#3]
Assuming that each ticket has the same probability of winning each individual prize; 4.2%
5/14/2010 9:50:21 PM EDT
[#4]
4.2%
5/14/2010 9:51:16 PM EDT
[#5]
Yes each ticket has the chance to win each prize.
So with two tickets we have an 8% chance of getting a gun ?
Right on.
5/14/2010 10:02:22 PM EDT
[#6]



Quoted:


Yes each ticket has the chance to win each prize.

So with two tickets we have an 8% chance of getting a gun ?

Right on.



Yep.



 
5/14/2010 10:17:48 PM EDT
[#7]





Quoted:



Assuming that each ticket has the same probability of winning each individual prize; 4.2%



Unless you can win multiple prizes with one ticket. Calculating those odds is tougher.





 
5/14/2010 10:35:08 PM EDT
[#8]
Yeah, are the winning tickets discarded or put back into play?
5/14/2010 10:35:37 PM EDT
[#9]
1:87!

No, wait, .87 to 1

No, I mean .87%

Yea, that's it.

5/14/2010 10:36:12 PM EDT
[#10]
Quoted:
Yeah, are the winning tickets discarded or put back into play?


You had to get technical, didn't you?
5/14/2010 10:36:54 PM EDT
[#11]
Buy every ticket.  Then you are guaranteed to win.
5/14/2010 10:39:24 PM EDT
[#12]
Odds are 21 in 500......
5/14/2010 11:00:08 PM EDT
[#13]
Quoted:
Yes each ticket has the chance to win each prize.
So with two tickets we have an 8% chance of getting a gun ?
Right on.


No, in order to have an 8% chance of winning a prize you need to have 8% of the tickets.

2 tickets out of 500 represent a 0.4% chance of winning. On each subsequent pick there will be virtually the same number of tickets in the pool leaving your odds of winning virtually the same.

Using your logic;
- 20 tickets out of 500 would give you an 80% chance of winning;
- 23 tickets out of 500 would guarantee a winning pick with a 104% chance of winning.
- 25 tickets out of 500 would guarantee a winning pick with a 120% chance of winning.

In reality, 25 tickets out of 500 gives you a 5.0% chance of winning.
5/14/2010 11:32:00 PM EDT
[#14]
Quoted:
Quoted:
Yes each ticket has the chance to win each prize.
So with two tickets we have an 8% chance of getting a gun ?
Right on.

No, in order to have an 8% chance of winning a prize you need to have 8% of the tickets.

2 tickets out of 500 represent a 0.4% chance of winning. On each subsequent pick there will be virtually the same number of tickets in the pool leaving your odds of winning virtually the same.

Using your logic;
- 20 tickets out of 500 would give you an 80% chance of winning;
- 23 tickets out of 500 would guarantee a winning pick with a 104% chance of winning.
- 25 tickets out of 500 would guarantee a winning pick with a 120% chance of winning.

In reality, 25 tickets out of 500 gives you a 5.0% chance of winning.

There are 21 prizes, not 1...
5/14/2010 11:38:28 PM EDT
[#15]

Quoted:


Buy every ticket.  Then you are guaranteed to win.


Inefficient. Buy 500-21 + 1 tickets and be guaranteed to win. Ie, if you buy all the losing tickets, the next ticket
you buy must be a winning ticket.



 



the odds for a single draw are 21/500 = 0.042 or a little over 4%.
5/14/2010 11:41:45 PM EDT
[#16]
Is the prize on a treadmill?
5/14/2010 11:52:19 PM EDT
[#17]
Quoted:
Yeah, are the winning tickets discarded or put back into play?


Back into play.
5/15/2010 12:40:22 AM EDT
[#18]
Generally when a ticket is drawn it is discarded.

1 ticket / 500 tickets = .002 or .2% chance of winning.

Now if you have 2 tickets thats 2/500= .004 or .4% chance of winning.

this is only for the first prize.

the next round you will have a 1/499 or 2 out of 499 depending on the amount of tickets you buy.

this would go on until you are at the last prize which  would be 1/479 which very close to the original .2% chance of winning with one ticket.

.2% is very small odds.

5/15/2010 12:44:25 AM EDT
[#19]
You can test that the .002 is correct by multiplying it by the original 500 and this should give you 1. 1 means that the probability of an event occurring is 100%, so if you were to buy 500 tickets at .2% odds each you would be guaranteed a win.