And if I get really bored, I'll go figure out the probability of the Yankees losing each of those 4 games and then combining those 4 into a single probability. I doubt it is even remotely close to 1 in 278 million
So, here we go...
From fangraphs.com, game 4 of the 2004 world series... Yankees had just a 16.2% chance of losing after Jeter walked leading off the top of the 9th.
Game 5: Yankees had just a 12.2% chance of losing after Miguel Cairo doubled leading off the 8th inning. So far, the Yankees had just a 1.976% chance of losing both those games in such dramatic fashion.
Game 6: Yankees were never closer than a 44.2% chance of losing. Sadly, the odds of losing 3 games like this are just 0.874% or 1 in 114
Game 7: Yankees were never closer than a 47.3% chance of losing. Total odds of losing all 4 games the way they did = 0.413% or 1 in 242. thus making the Red Sox collapse roughly
one million times more unlikely.
Unfortunately Huskymaniac is wrong, baseball actually WASN'T due for that to happen.
According to this article at NBC Sports, there had only been 25 previous instances of one team taking a 3-0 lead in baseball. So the chances of a team coming back from 3-0 was no worse than 1 in 26. And considering the odds of getting 7 outcomes from a 1/2 proposition is 0.78% or 1 in 128, it wasn't due to happen, necessarily.
Though I guess, if you think about it, qualitatively, the fact that teams down 0-3 were 0 for 25 trying to comeback, you could say all those previous instances involved teams genuinely better than their opponent. The opposite case would be to say that the odds of a team coming back from 0-3 could be described as the likelihood that a lesser team could take a 3-0 lead on a team that could then win 4 straight games. I would agree, that description seems unlikely. Perhaps more unlikely than 1 in 128.