"failed to cover" means something here
(Points For ^2.37 / (Points For ^2.37 + Points Against ^2.37)) * Games Played
Chiefs (9-3): 7.1 wins
Raiders (10-3): 7.0 wins
The
only mathematical problem with the pythagorean expectation is that it
doesn't account for defensive or special teams TDs. The Chiefs have
scored 15.7% of their points via defense and special teams, so that
number is still flawed. I took Offensive Points Scored and Opponent Offensive Points Scored
from teamrankings.com which reduces 'Points For' & 'Points Against'
by defensive and special teams TDs, this gives us a better number for
the pure points for each side. I ran the pythagorean expectation again:
Chiefs (9-3): 5.8 wins
Raiders (10-3): 6.7 wins
(Points For ^2.37 / (Points For ^2.37 + Points Against ^2.37)) * Games Played
Chiefs (9-3): 7.1 wins
Raiders (10-3): 7.0 wins
The
only mathematical problem with the pythagorean expectation is that it
doesn't account for defensive or special teams TDs. The Chiefs have
scored 15.7% of their points via defense and special teams, so that
number is still flawed. I took Offensive Points Scored and Opponent Offensive Points Scored
from teamrankings.com which reduces 'Points For' & 'Points Against'
by defensive and special teams TDs, this gives us a better number for
the pure points for each side. I ran the pythagorean expectation again:
Chiefs (9-3): 5.8 wins
Raiders (10-3): 6.7 wins
Cowboys (11-1): 8.4 wins
Giants (8-4): 5.7 wins
Lions (8-4): 6.0 wins
Cowboys (11-1): 8.4 wins
Giants (8-4): 5.7 wins
Lions (8-4): 6.0 wins
(Points For ^2.37 / (Points For ^2.37 + Points Against ^2.37)) * Games Played
Chiefs (9-3): 7.1 wins
Raiders (10-3): 7.0 wins
The
only mathematical problem with the pythagorean expectation is that it
doesn't account for defensive or special teams TDs. The Chiefs have
scored 15.7% of their points via defense and special teams, so that
number is still flawed. I took Offensive Points Scored and Opponent Offensive Points Scored
from teamrankings.com which reduces 'Points For' & 'Points Against'
by defensive and special teams TDs, this gives us a better number for
the pure points for each side. I ran the pythagorean expectation again:
Chiefs (9-3): 5.8 wins
Raiders (10-3): 6.7 wins
(Points For ^2.37 / (Points For ^2.37 + Points Against ^2.37)) * Games Played
Chiefs (9-3): 7.1 wins
Raiders (10-3): 7.0 wins
The
only mathematical problem with the pythagorean expectation is that it
doesn't account for defensive or special teams TDs. The Chiefs have
scored 15.7% of their points via defense and special teams, so that
number is still flawed. I took Offensive Points Scored and Opponent Offensive Points Scored
from teamrankings.com which reduces 'Points For' & 'Points Against'
by defensive and special teams TDs, this gives us a better number for
the pure points for each side. I ran the pythagorean expectation again:
Chiefs (9-3): 5.8 wins
Raiders (10-3): 6.7 wins
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