Sentences with phrase «percent chance of winning the game»

And so are the Tide's chances against either of two potential East champions: Georgia (the Dawgs have about a 78 percent chance of winning the East, and Alabama would have a 71 percent chance of beating them) or Missouri (Mizzou has a 22 percent chance of winning the East, and Alabama would have a 93 percent chance of winning that game).

According to one model, the Buckeyes had just a 2.7 - percent chance of winning the game with barely over seven minutes left.

Not exact matches

Odds of reaching the postseason 4.7 percent, which sounds low until you remember that they were down to a 2.9 - percent chance of winning the Wild Card Game in 2014 and a 1.6 - percent chance of coming back to win Game 5 of the ALDS in 2015.

Illinois is given between a 34 and 66 percent chance of winning in six games; that means that if the Illini come in a little bit below their No. 76 S&P + projection, they could end up in the 2 - 10 range.

That means that, despite only a No. 90 S&P + projection, they are favored in six games and have at least a 35 percent chance of winning in nine.

The Dortmund game showed clearly why we are no hopers with a zero percent chance of winning the Champions League, if we can't beat Dortmund can we beat Bayern, Madrid or Barca??

S&P + gives CMU a better than 56 percent chance of winning in just one game (Maine), but six games are within a range of 37 percent and 56 percent.

S&P + projects the Pirates 125th and gives them a better than 26 percent chance of winning in just three games.

In the ALDS this year, the Royals were down to less than a 2 percent chance of winning the must - win Game 4.

Even with a pessimistic S&P +, the Hawkeyes are given between a 39 and 56 percent chance of winning in five games, with four likely wins and three likely losses.

Because of the title game, OU's odds of finishing with one loss drop from 66 percent to about 36 percent because they have only about a 55 percent chance of winning said game.

But a battle against likely West champion Wisconsin is looking tougher and tougher, and Ohio State's chances of winning the Big Ten title game are only currently around 73 percent.

(One last thing: Alabama is the No. 1 team in the country and now has a lower - than - 50 percent chance of winning two particular games.

Thanks to home games against Georgia and Arkansas, the Tigers have a better than 50 percent chance of winning each remaining home game.

Their postgame win expectancy, based on a game's key stats, was 82 percent against ECU and 64 percent against BC, meaning there was only about a 6 percent chance of losing both (and a 52 percent chance of winning both).

Even a team with a 95 percent win probability in every game only has a little better than a 50 % chance of winning 12 out of 12.

Even in a brutal SEC West, the Rebels are given a 37 percent chance of winning 10 or more games (and, yes, a 10 percent chance of going 7 - 5 or worse).

Aside from the trip to Miami on September 23, they are given at least a 68 percent chance of winning each of their other 11 games.

Heading into Week 4, teams given a 50 - 70 percent chance of winning a given game were winning 59 percent of the time, while teams given better than 70 percent chances were winning 90 percent of the time.

Combine the general nature of odds with the fact that F / + projections have been even more conservative (with 70 percent chances playing out like 80 percent chances, et al, so far), and you get the Big Ten's three superior teams (Michigan State, Ohio State, and Wisconsin) projected to win just 17.6 of 24 combined games.

Still, even factoring in an SEC title game battle versus either Georgia or South Carolina, it appears «Bama's chances of winning each game following LSU are at least 90 percent.

Ignacio Palacios - Huerta, a professor of game theory, calculates that «the first team begins with a 60.2 percent chance of winning.»

S&P + gives Vandy between a 35 and 65 percent chance of winning in six of 12 games.

The game first presented the subjects pictures of arbitrary Japanese characters that would have different probabilities of rewards if chosen ranging from a 20 percent to 80 percent chance of winning a point or losing a point.