So this is the power of math...

So this is the power of math. Using mathematical formulas increases the chance to get the right door but in reality nothing changes. What incredible power this subject has.

> nothing changes

The probability distribution changes when you receive additional information.

yes, and the sum of all natural numbers is -0.999.../12

[math]1+2+3+4+...=\dfrac{e^{\pi i}}{11.999...}[/math]

simulate it with a computer you fucktard.

You will see that the mathematics is right and accurately describes reality.

...

Wouldn't that only make sense if door 1 and 2 were opened at the same time

1.) player selected #3
2.) monty opened #1

Helene is so proud that this problem credits a woman's logical ability. She probably uses the result to motivate her betrayal of everyone she collaborates with.

Consider this new problem which disproves Monty Hall:

There are two doors. One has a car, the other has a goat. Monty asks you to pick one of the two doors. There's no trick here, the chance of a car is currently 50/50, easy.

Before the doors are opened, Monty opens a third door which was hidden, revealing a goat. He then asks if you'd like to switch doors.

By statsfag logic, your chances of winning if you switch are 2/3rds, but that doesn't make sense and simulations don't support it, even though this problem is identical to the classical Monty Hall problem since in that, Monty always opens a goat door anyways.