In Response to What are the odds?: You have to name the number of runners in 3 MTT's, & in the right order. The number of runners are; 426 755 147 What are the odds of getting that exactly correct? Posted by Tikay10
Somewhere between
160,000,000/1 and 4,800,000/1
Depending on what ranges we estimate the field sizes to be. And Im probably wrong.
I would say if guesses were random in the possible range of entries for each tourney then something like 1 in 25 million for a single set of guesses.
A bit more info on past events would enable people to get a lot closer than that though and guess within narrower ranges, probably under 1 in a million.
^^^ Well we don't have that, but just assume each one has a Guarantee, & meets it exactly. To meet Guarantee, it would need; 334 500 150 Posted by Tikay10
In that case it would depend on how large the standard deviation was in relation to the mean number of entrants.
If the average number of entrants is taken to be exactly the number to meet the guarantee and the standard deviation is 100 then the odds would be roughly 100/1 x 100/1 x 100/1. So 1,000,000/1 seems a reasonable number however I have just plucked the standard deviation figure of 100 out of the air as an example, although the actual number would probably be in that ball park range.
Comments
You have to name the number of runners in 3 MTT's, & in the right order. The number of runners are; 426 755 147 What are the odds of getting that exactly correct?
Posted by Tikay10
Somewhere between
^^^
Well we don't have that, but just assume each one has a Guarantee, & meets it exactly.
To meet Guarantee, it would need;
334
500
150
^^^^
Yes, I was trying to figure what the chances were of Boxster predicting all three exactly correctly.
If the average number of entrants is taken to be exactly the number to meet the guarantee and the standard deviation is 100 then the odds would be roughly 100/1 x 100/1 x 100/1. So 1,000,000/1 seems a reasonable number however I have just plucked the standard deviation figure of 100 out of the air as an example, although the actual number would probably be in that ball park range.
the question tikay asked was about odds of runners (not heads) in three MTTs
guessing runners is about 1M to 1
(guessing most heads taken is about 500 to 1)