Showing posts with label goal to go. Show all posts
Showing posts with label goal to go. Show all posts

Saturday, January 11, 2014

Hidden Plays - First Quarter Plays Set the Stage - Kansas City at Indianapolis, January 4th, 2013

2014 Wild Card Weekend was one for the ages.  Three games decided by a field goal, and the other one close enough to be in doubt until late (though there were plenty of questionable decisions by the losing coach).

The Chiefs/Colts game was crazy, with 89 points scored between the two teams and a 4 touchdown comeback (the 2nd greatest comeback in NFL playoff history, only to this '93 game between the Oilers and the Bills).  The Colt's 45-44 victory will be remembered for a long time in Indianapolis and around the league.

With the game being decided by a single point, one might think the game's most important decisions were made in the 2nd half as Indianapolis made their comeback.  Indeed, it was quite a monumental collapse by Kansas City.  Advanced NFL Stats even looked into the Chiefs' chance of winning if they simply knelt down on every play in the 2nd half.  However, there was a play early in the game that could have helped Kansas City get to an even further lead.

The Situation

With the game tied at 7, Kansas City faced a 4th-and-1 at the Colts' 1 yard line.  They got to this point from an Alex Smith to Dwayne Bowe 63 yard hookup, but only managed 1 yard on the first 3 downs.  Out comes the field goal unit and Ryan Succop kicks a 19 yard field goal to go up by 3.  Was it the right move?  Was it in fact the "safe" play here?


The Factors

Once again, we will look at the probabilities of success and failure for both a 4th down attempt and a field goal, but also look at what the expected outcome of the next Colts possession would be.  To do so, we will break it down into several parts:

1. Chiefs Kick a Field Goal
     a. What is the probability of success or failure?
     b. What is the expected outcome of the Colts' next drive depending on success or failure?
2. Chiefs Go for It on 4th Down
     a. What is the probability of success or failure?
     b. What is the expected outcome of the Colts' next drive depending on success or failure?

Since the game is still in the first half, the clock makes much less of a difference.  Clearly, if it was a tie game with only 2 seconds left to go, the Chief's would maximize win probability instead of trying to score the most points.

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.