BuzzerBeater Forums

i don't give much about the boxscores, i once compared three player with 2 or 3 league mates who are most likely the same(same ball ratings and position, we hadn't the size there). And they varied a lot, those box scores are for me like the weather forecast of the next month in march.

The salary should be aroun 4-4,5k, but i believe there are dude who know this better then me out there.

i think this so thats why i find it helpful

Tank the rest of the season, and just win in the playoffs. (only if your sure your the best team) then you have a bigger chance of getting him.

The teams wouldn't have the same odds, would they? After the first team selects a player, the second team will then have a 1/47 chance, and so on.

He can still promote easily in a pure bot-league, when he finishes fourth in his league. But he would lose some money during the season due to his losses. So I wouldn´t do that as well, but for a different reason.

This draft pick sounds really nice.

The teams wouldn't have the same odds, would they? After the first team selects a player, the second team will then have a 1/47 chance, and so on.

yes that right, but if they pick totally randomly, you also could assume that the chanche is 33/48 because there are 33 players from the 48 left when he picks a player. In reality the chanche should be a bit lower, because the initilal draft chart isn't totally random.

It's close. If the picks are truly random, there is a 66% chance your player will not be picked by the 16th pick.

There is a 1/48 chance for the first team to get the pick. The second team has a 1/47 chance, the third has 1/46, and the 15th team would have a 1/34 chance. However, using probably the event would be, "What is the probability that none of the first 15 teams pick player 34?"

Therefore P(event) = 47/48 x 46/47 x 45/46 ... x 33/34

If you multiply all 15 individual probabilities then you will see that P(event) = .6875. Which means that there is a 68.75% chance that player 34 (the player in question) will NOT be picked by the time team 16 makes his draft selection.

This would be assuming that all picks are made at random so 69% was basically right on. All those that say otherwise are wrong.

You can also do this simpler by just taking 33/48 as there are 15 teams picking before. Not all scenarios are you able to do the stats this simply, but this particular one you can.

Whoever said that there is a 1/48 then a 1/47 then a 1/46 for the first 3 teams is also correct. You would just have to multiply all 15 of those probabilities together and subtract from 1. This would also give you the same answer...

Last edited by Stauder at 6/19/2011 8:19:02 PM