YankeeVol
Let's Geaux Peay
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Nah, they didn't. 2016 pre-season FPI had us as underdogs against Bama, and roughly a pick'em vs A&M, Georgia and Florida, iirc. Something like that.
That's exactly right. According to the FPI, there's a 68% chance that we will win at least one of those three games.
The probability of both events occurring is the product of the 2 probabilities.
Just think about it like shooting free throws. You could be a 75% shooter from the free throw line, which is good. however, if you shoot 3 free throws, you are likely to miss 1 free throw, even though you are heavily favored in each individual shot.
0.75*0.75*0.75 = 0.42, or 42% to make 3 free throws in a row.
100% over my head!! (wish math did not mystify me so badly) What article says to my simple mind is that the confidence of winning most games is not too good. Almost gets to a "glass half full or half empty" kind of view.
Just hope the glass as observed, is half full.
Oh so this is what that elementary statistics class was for.The probability of both events occurring is the product of the 2 probabilities.
Just think about it like shooting free throws. You could be a 75% shooter from the free throw line, which is good. however, if you shoot 3 free throws, you are likely to miss 1 free throw, even though you are heavily favored in each individual shot.
0.75*0.75*0.75 = 0.42, or 42% to make 3 free throws in a row.
You don't think Oline development will have any impact? It was the single biggest factor in determining both play calling and offensive production in both 2015 and 2016. If the oline has not improved by extraordinary leaps and bounds, then the QB will need to be a good of a scrambler as Dobbs.
Good talking point, but I think we can all agree that ESPN's FPI in college football has been trash ever since they started it a couple of years ago.
Their BPI for college basketball is a lot better.
Not sure how their results can be so wildly different.
Thats why, pretty much, the entire staff was changed or replaced.
I don't think it does, but I am open to discuss it. As an engineer, I've had enough math to get a basic understanding of probability.
So, feel free to enlighten me with your methodology for calculating the probability of beating Kentucky and Vanderbilt based on the probabilities given.
With relatively few injuries and a bowl win, I agree. I'm not predicting such, but, it would be a treat and possible.
Well Mr. Engineer, sir, while it appears you have attended a stats 201 class, you didn't read my post. That method skews the numbers by not fully representing the talent differential and the plethora of other variables. So no, there isn't a valid way to calculate that probability given only those numbers, but your probability makes the likelihood of use winning those games look much smaller than it is in reality. Which was my point, not looking to get in to a measuring contest.