Can someone run through the maths of MTT's?
i.e. What % of games do you need to be in the money to be a winner?
Say you play a $12 buy in game with an average of 200 runners. The bubble is 27. But being in the cash is really just money back until you make the final table i.e. 9. So if you assume you need to make the final table to at least double up, you have a 9/200 (4.5%) chance of winning per game.
So an average player should make the final table once every 22 tournaments? Lets assume he gets his money back once every 11 tournaments. It means he is paying for 20 MTT entries at $12 = $240.
Whats on offer?
200 x $12 = $2,400 - $200 (rake) = $2,200.
First Prize assume 25% = $550 ranging down to 2% = $44 say.
At the one time at the final table every 22 MTT's most of the finishes will result in -ev.
The numbers change a bit if you make the assumption that you can fold your way to 100 runners and pick up some free equity.
To be a winner you need to make the final table better than once and cash better than 4th for every 22 MTT's and at least win you entry back > twice.
How often will a very good MTT player reach the bubble? Final table?
Any thoughts?
CB