Showing posts with label Cheddar Chilly. Show all posts
Showing posts with label Cheddar Chilly. Show all posts

Monday, December 30, 2013

Almost Kicking Away a Chance at the Playoffs - Green Bay at Chicago - December 29, 2013

With the NFC North title on the line, the Green Bay Packers came back from a 28-20 deficit against the rival Chicago Bears.  Quarterback Aaron Rodgers, in his first game back from a fractured collarbone, drove the Packers from their own 13 yard line for the winning touchdown to receiver Randall Cobb, also back from injury.  A thrilling finish, one which I watched alongside many Packers fans in a bar in Wisconsin.  (Also at the same time, the Chargers were completing their own comeback, also for a playoff spot)

The Packers comeback almost didn't happen.   Coach Mike McCarthy almost prevented his own team from this comeback by sending out the punt team on a 4th-and-1 situation in their own half of the field. His offense had to talk him out of punting and go for it.  The linked nfl.com article calls it a gamble.  Many others in the bar thought it was an obvious play.

So was it a gamble, the right call, or could it go either way?


The Situation

Losing by 1 point, 28-27, with 4:41 to go in the game, the Packers face a 4th-and-1 at their own 22 yard line. This game is basically a playoff game, with the winner earning a spot in the playoffs as NFC North Champions, and the loser going home.  What should the Packers do in this spot?  To figure this out, we need to see what the Win Probability (WP) of each decision, to punt or to go for it.  We need to look at several factors to see what the right decision is.


The Factors

Coaches and fans can talk about "trusting their defense" or "pinning the other team back", but it basically comes down to several probabilities:

  1. The probability of success on this 4th down and 1.
  2. The probability of winning the game, given a conversion on this 4th and 1.
  3. The probability of winning the game, given a punt to the Bears.
While we might not be completely accurate with these numbers, we can put in some estimates and see which decision gives the best chance of the Packers winning.  To get some ballpark figures, we will once again go to our friends at Advanced NFL Stats.

Sunday, November 24, 2013

Playing not to lose in OT? Packers vs. Vikings Nov. 24, 2013

My buddies give me a lot of flack for suggesting to always go for it on 4th down or for a 2 point conversion, so when my instincts said to kick a field goal, but my friend Tony wanted to go for it, I had to take a step back and see if I was wrong. Even though Tony likes trolling, I think he might be onto something.

The situation: 

Green Bay Packers have the ball at 4th down and Goal at the 2 1/2 yard line in overtime.  This is the first possession in OT, so a field goal does not win the game for the Pack outright but gives the Vikings a shot at matching.  Scoring a touchdown ends the game right there for the home team Packers.

The question: What decision gives the Packers the best chance to win the game?  Going for the touchdown, or kicking the field goal?  How do we decide this?

The first question we have to ask is what factors do we have to consider to make this decision?  There are many, many factors that can go into this calculation.  For example, how good is your offense?  How good is the opponent's offense? How good is your kicker?  Do you have momentum on your side?  It would be impossible to evaluate the effect of each of these factors perfectly, but ultimately, they boil down into one of 4 factors:

1) What is the probability of making the field goal?
2) What is the probability of scoring a touchdown?
3) What is the probability of winning the game, if you go for a touchdown and miss?
4) What is the probability of winning the game if you attempt a field goal?

The coaches know (or SHOULD know) this information very, very well.  Even if they can't perfectly quantify it, their gut instinct is usually pretty good at figuring out these percentages.  However, if they're off, then the future calculations might be off as well.

The second part to this decision is how does the math shake out once we figure out what are the relevant factors. Even if one decision is "too risky", is the other decision the better choice, or is it even riskier?  While we won't be able to 100% accurately figure out the percentages, we can at least attempt to decide the best course of action, given the information we have.

Ultimately, we need to look at the chances of winning (or Win Probability, abbreviated WP) of each decision.

if WP(Field Goal) > WP(going for it), then the Packers should have kicked.
if WP(Field Goal) < WP(going for it), then the Packers should have went for it.
if WP(Field Goal) = WP(going for it), then it doesn't really matter either way.