Galton Board showing a Gaussian Distribution

[LeeHarvey]

It’s cool how it’s slightly skewed right since he was leaning it in that direction. The probabilities were not 50/50

[igqvhix]

А что будет, если бросать шарики по одному?

[aishwarynigam]

My only problem with this is that the beads inlet is at the centre only so it kinda helps the distribution to be more pronounced in the middle. Beads inlet should be as wide as the base.

[cjvan]

Let them roll down to different vibrations. Different beats to different songs for example. You will see a variance in the repeating patterns.

[alexeyivanov]

Нормальное распределение. Идеальная статистика

[CharlieeCharlss]

Sieht ja aus wie unser notenspiegel in Mathe. Die meisten landen auf 3-4 und nur wenige auf 1 und 6.

[JuystaFan]

He should also do it one by one. The effect of weight the balls colliding with eachother skews results.

[МихаилНП]

Это бюджет страны. Он просеивается через правительство и депутатов, и основная часть достается центру - Москве. А по краям - это то, что досталось регионам.

[MrMajsterixx]

Thats exactly how peoples personalities are, most are somwhere in the middle but there are also extremes

[starpawsy]

Well, an integral approximation to the centre of a Gaussian distribution, but, yeah.

[Do_Kadam_Aur_Sahi]

Shortest path is centre that's why the pattern is formed.

[JGeMcL]

So i generally understand noromal distribution, but why are the two extremes curving up?

[Beutel-Dachs-JR]

Ich rufe meine Beutel-Dachs Lenßen Kollegen.

[ashiskumarprasad]

It will always gives you normal distribution

[PetrovskiyStandoff]

Почему в казино так не работает чтобы по центру падало😅😂😂

[НиколаПитерский]

Я мастер ГУРПС и первая мысль "этж чертов Гаусс! "

[stedmenknox]

So wait… if you pour something from the center… most of that thing will end up in the center?!? Crazy…..

[DAOdayo]

I thought it was Guster's theme from Undertale.

[WizCGI]

кстати, если к каждому жёлобу подсоединить мини весы результат может удивить(и не наблюдать а удалённо открыть
)

[czi]

This is a binomial distribution, not a gaussian.