
21st March 2005, 06:52 PM
|
Member
|
|
Join Date: Dec 2004
Posts: 956
|
|
Thanks Woof, Top Rank.
The first part of your post, Woof, working out the difference between s/r and s/r required I did the following:
To make 10% profit, (minimum) return is $110 for every 100, which is a s/r req of 100/4.6 or 23.91%, making the difference of 6.09% that you talked about. So, got that bit right.
For the second bit you said:
Now to find the minimum number of races computed to a confidence level of 99% do the following.
(your Win % * your Loss %)*(2.575/.0609)^2. the answer would be 376 races to provide you with a 99% confidence level.
wouldn't that be therefore:
(0.3*0.7)*(2.575/.0609)^2
or
(0.21)*(42.28)^2
or
8.879^2
= 79 or so?
Which bit did I muck up?
|