wejo wrote:
Your argument supports Robert's point.
It was 4th and 3 at the Cowboys 42. That's a 59 yard field goal. He makes that what 10% of the time? So lets say they attempt the field goal attempt there.
10% of the time they get to go to overtime where they have a 50% chance of winning the game. So 5% of the time they win the game if they attempt the field goal. 95% of the time they don't. The math would say definitely go for it there on 4th and 3.
What if they are 5 yards closer? A lot of coaches are tempted to put it on the kicker instead of being known as the guy who went for it when they could have kicked a 50 yarder (which if made would only give them a 50% chance of winning)
Riddle me this:
Matt Prater's career stats show that he is 40 for 61 on field goals between 40-49 yards distance and he is 24 for 32 on field goals of 50+ yards. So if Prater is 65.57% from 40-49 but he is 75% from greater than 50 and has made one from 64 in his career.
So if Jason Garrett misses the XP on purpose, should Jim Caldwell stop and kick from greater than 50 because statistically that give him a better chance than from between 40-49?
This is why the variables and the variance factor make the statistical premise that you might be better off missing the XP suspect if not outright invalid.
The statistics are based on specifics and cannot be combined to become universal truths. That would only be if the Cowboys and Lions played over and over and over and over in the same conditions with the same personnel and played 1000 games that ended up giving you the data you would need for the next game that played out exactly that way ... which games never do.