Maths probability question
Discussion
I think I understand your question, but not 100%.
I'm guessing it has something to do with the fact that half the teams get through to the knock out stages.
However, could it just be a made up figure, you know, like how they make odds up for horse racing, one horse will be 7-3 and another could be 150-1? But obviously being a sweep stake you won't have a favourite to pick as it's random selection, so making the odds even for all teams?
I'm guessing it has something to do with the fact that half the teams get through to the knock out stages.
However, could it just be a made up figure, you know, like how they make odds up for horse racing, one horse will be 7-3 and another could be 150-1? But obviously being a sweep stake you won't have a favourite to pick as it's random selection, so making the odds even for all teams?
Your return is 16:1 (those are the odds), but the chances (probability) of winning may or may not be 32:1- its dependant on whether all 32 teams have the same chance of winning or not.
my suggestion would be that you really have a 5:1 or maybe 6:1 chance of winning if you can make a good judgement on who is likely to win.
in these circumstances it may be prudent to pay out £30 on the 6 likeliest teamts to win- int he knowledge that you will probably clear up the top prize, and if not you will at least in 2 or 3 of the next few prizes- and probably still make a profit.
my suggestion would be that you really have a 5:1 or maybe 6:1 chance of winning if you can make a good judgement on who is likely to win.
in these circumstances it may be prudent to pay out £30 on the 6 likeliest teamts to win- int he knowledge that you will probably clear up the top prize, and if not you will at least in 2 or 3 of the next few prizes- and probably still make a profit.
You have a 1 in 32 chance of winning, and if you win you get 16 times your stake - doesn't sound great - the only way you'd get at 32-1 payout is if there was only the one prize.
When you look at gambling the maths never stack up in your favour - even when there is no profit involved.
When you look at gambling the maths never stack up in your favour - even when there is no profit involved.
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