JoelDavies wrote:
Charles wrote:
JoelDavies wrote:
Charles wrote:
JoelDavies wrote:
All Ste seems to have is power 5 amounts... NOT good when he is due to play!
Why is that not good when he is due to play?
As I have said before and it is a mathematical fact, having the same amount in your box 2/3/4 games in a row is a VERY low chance.
And I argued against your point and you did not reply to it.
You had no reason to argue against it, I didn't bother replying to it because of this. It IS a mathematical fact...
Actually, you're confusing two different things.
For the sake of argument, let's say all we care about is having the power 5. For a single game, there is a 5/22 = 22.7% chance of having a power 5 figure in your box. If you take four games
at random, but especially
without knowing what was in the box for each game, there is a (5/22)^4 = 0.27% chance of having power 5 figures in each of those four boxes.
However, say you take four consecutive games
at random and you know that you had power 5 figures in the first three of those games. The chances of having power 5 figures in all four of those games is now the chance of having a power 5 figure in game 4: 5/22 = 22.7%. Why so high? Because you
know what you had the first three games, so it no longer plays a factor into the chances calculation.
If three days ago you had predicted four consecutive power 5 figures, the probability of that happening would've been 0.27%. But to predict a fourth consecutive power 5 figure after having it three times is now 22.7%.
To throw this into the probabilistic notation I learned in my probability class:
P(power 5 figures in four games) = 0.27%.
P(power 5 figures in four games | power 5 figures in the first three) = 22.7%.