VJCPatriot
Pro Bowl Player
- Joined
- Apr 28, 2006
- Messages
- 18,857
- Reaction score
- 7,783
LOL, I think you might be the one who needs to take a math course. The percentages you are multiplying would be the probability of ALL 4 picks panning out. That means we end up with 4 studs instead of one. But the fact is we don't need 4 studs to pan out to come out ahead.
If we get two good players out of four and Patterson is only good, we come out ahead. If Patterson busts, and we only get two good players out of four, we come out WAY AHEAD. If Patterson busts and we only get 1 good player out of four, we STILL come out ahead.
To put it simply -- It's harder to screw up 4 picks than 1. Basic math. Please don't try to give us math lessons, when the example you provide is obviously flawed.
Pats got a 4 for 1. You don't need to be a brainiac to know those odds are far more favorable. Go to any of your local bookies and ask him if 4 chances to win are better than 1. I think you'll get the same answer from each of them.
If we get two good players out of four and Patterson is only good, we come out ahead. If Patterson busts, and we only get two good players out of four, we come out WAY AHEAD. If Patterson busts and we only get 1 good player out of four, we STILL come out ahead.
To put it simply -- It's harder to screw up 4 picks than 1. Basic math. Please don't try to give us math lessons, when the example you provide is obviously flawed.
Pats got a 4 for 1. You don't need to be a brainiac to know those odds are far more favorable. Go to any of your local bookies and ask him if 4 chances to win are better than 1. I think you'll get the same answer from each of them.
*Consider reviewing your middle school math class notes on probability. The probability that a 2nd 3rd and 4th round pick all do not bust using your percentages is not an addition problem its .30 times .25 times .125. That equals 0.011 a 1.1% chance all 3 work out which is sure as hell less than the 60% chance a first round player works out. The chance that 2 of those players work out is .30 times .25 which equals 7.5%. Good job proving that this is more likely to result in quality players though
*You can use past trends to note that this is not some huge coupe by Belichick unless all you care about is the "value chart" maybe he hits on all 3 doubt it though.
*Honey Badger has some balls unlike 95% of the players on this roster that get beat down into submission every playoff game when they aren't getting off to a quick lead. The team is full of front runners.
I'll let you get back to fawning over a 8 point beat down by Belichick on the trade value chart.












