The Simple Question That Stumps Everyone

Can you answer the Monty Hall Problem correctly? #shorts

[Newsthink]

*Why do you find most difficult to understand about the Monty Hall Problem?* Can anyone help explain it for those who might still be stumped?

[reality_official]

I finally kinda understood this concept after the 100 door example

[calebclark]

I’m utterly disoriented, befuddled, and stupefied after merely watching this indecipherable and discombobulating ephemeral video.

[aman_sp]

Your chances should refresh after the doors are eliminated, now you have 1/2 and 1/2 chance of winning or losing the game

[tobi-b]

You can try it yourself with a dice. Let the dice pick 1-3 and then remove one of the wrong options. Then pick the last option, and you'll see that it's the correct one 66% of the time

[harmansingh]

So its basically saying if you trust your gut feeling you will loose most of the time😂😂😂

[mansoorbawazir]

So most people are correct, it doesn't matter whether you switched or not..

[kumarrohit]

This question also was showcased in movie 21 and when i read discrete mathematics in freshman yr at college the concept was briefly described in that particular chapter

[eldiablo]

I disagree, if that was originally the choice then picking a door was better odds would obviously make sense but since your door whether it be one of 3 or one of 100 your choice is remaining insignificant to your chances because it's a 50/50 either way whether you switch or don't switch. It's like everything else it's perspective

[stevenrichards]

100 doors does really make this more easy to understand. But does increase your odds of winning.

[TristanSimondsen]

Right, as if you have even a 1% probability to pick Monty's 1/3 or 33.3% goat door. There are two doors, but you only have a 1/3 or 33.3% chance at it. You've let the doors messed with your probabilities to NOT get the car. 🤙

[kikilynn]

Regardless of percentages, the game show doesn't want you to win. The fact that after you chose door 1, they showed you door 3 which is a loser, shows me that they want you switch from 1 to 2. If door 1 was a loser, they wouldn't have shown you 3. So I say stick with door 1.

[PsiRipples]

This is a really good example of take things to the extreme and if it still makes sence then uts probably true if not its probably false.

[itsROMPERS...]

They don't say what KIND of door.

[rogerg]

So it doesn't matter that the host knows where the car is; it only matters that the door he opens has a goat. Right?

[jameseddy]

Sorry kid "FIGURES DON'T LIE BUT LIARS FIGURE"

[aaroncharlesworth]

Ya... Can we get a real world experiment? I understand their theory but it lacks irl grounding for me.

[william_]

Is that the Bayes understood that concept no matter how much I tried

[matthieumallavan]

Hi, thank you for this explication, it's very interesting.

It seems very theorical, does anyone had tried to measure this in real life?

By proposing the choices to hundred of persons and measure of this result is true?

[rajatpatel]

Kids.. the probability of winning is high, but the chance of winning is still 50%. You might have been tricked to think you should switch.