Post by legendsofthenorth on Sept 9, 2020 22:00:46 GMT -6
You are wrong on your math.
If you flip a coin what's the chance it lands heads. 50 % right?
Now flip it again. What's percentage? 50%
Not 100%
If you draft a player in the 6th round. What's the chances that player hits? 16%
If you draft another player in the 6th it's still 16%
Not 32%
If you say we drafting 2 players instead of 1 then you can claim there is a better chance but you can't add percentages because each player in each round has their own certain percentage.
That's where the logic is flawed.
Your math is right, but its not looking for the same thing my math is. If you flip a coin twice, each individual flip has 50% chance to land heads, but you have a 75% chance of hitting AT LEAST ONE heads between the two flips. There are 4 outcomes:
HH
HT
TH
TT
Only one of those instances does not include a heads, therefore you have a 3/4 (75%) to hit at least one heads.
We take that same logic to the draft. With the original 3rd round pick, we have a better individual chance to hit on a player than any of the 5 picks we traded for. But we can only hit on one player with that pick. So if we are able to hit on just one of the 5 picks we traded for, at worst the trades were a wash. But again like the coin, since we're looking for AT LEAST one hit, our odds actually increase due to have multiple picks versus one. We also gain a chance to hit on multiple picks, which is impossible without trading.
If you want the math, you actually calculate the odds of missing all 5 picks (0.71*0.84*0.84*0.84*0.91) and then you subtract that number from 1. Rounded up you 0.62 or 62%
Yes I see what you are doing but you aren't picking between two players. What I mean is you can't use a right or a wrong player pick. There are 32 picks and they arent interchangeable.
By picking in the 3rd round we are saying our one pick is part of the 13 that will hit and not the 19 others who won't
In the 6th round we are assuming 2 of our picks will be part of the 5 picks that will hit and 27 that won't. And again each one is it's own separate pick.
Would you rather have 13 shots to get it right or 5 shots?
This doesn't even account for the talent gap and level of impact a 3rd vs 6th can have...