Post#234 » by Shakril » Tue May 13, 2025 4:06 pm
Just an Addendum for probability of how likely is that a low percentage team gets the pick:
You guys look at the lottery and think:"Dallas had only 1.8% chance" or the spurs only "6.3% for the 2nd pick.
That is the wrong way to look at it.
This is a thing about probability and statitics.
To understand how likely or unlikely it was for Dallas and Spurs to get the two picks, you have to involve the teams around them.
In This case i will involve every team that has similar or lower odds.
Lets put the Lottery Teams in 3 Baskets.
Basket 1: Utah, Charlotte, Washington, New Orleans and the 76ers -> together they have a 65% Chance to get the pick. That means, it is a 1 in 3 Chance they dont. That is not a low number.
Basket 2: Nets, Raptors, Spurs, Suns and Blazers -> 30% chance essentially, which is a little less than 1 in 3 chance.
Basket 3: Mavs, Hawks, Kings and Bulls -> 5% chance
5% seem low, but is more or less 3 times the chance dallas individually had. But is still not unreasonable to think that one of those 4 teams get the pick. And the mavs actually had the highest odds of all 4 teams.
Of course, you can put the lottery teams in different baskets, but in the end its not otherworlds to believe that they win.
I suggest to everybody to take a 6 sided dice and write down every roll you get until every number came at least once.
Even though every number has 16,7% chance to come, you will find out, that is not what your results will be saying in 99% the cases.
That is not completly true, it actually can happen, but the odds for it are extremly low. You can do several takes and see how long it takes until it happens.
And to those that say it will even out someday: good luck with that, you will need a many lot of rolls until that actually happens.
You probably can do it online too.
I did it 3 times:
Once i needed 11 Rolls,
once i needed 24 Rolls,
once i needed 10 Rolls.
If everything is equal, it should only take 6 rolls every time.
That is difference between odds and probability.