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Monty Hall Problem

Simulation of the famous probability puzzle: Should you switch doors?

There are 3 doors. Behind one is a car, behind the others are goats. You pick a door. The host (who knows what's behind the doors) opens another door with a goat. Do you switch?

Switching Win Rate
--
(Theoretical 66.6%)
Staying Win Rate
--
(Theoretical 33.3%)
The Secret: By switching, you essentially "win" if your initial choice was wrong (2 out of 3 doors). By staying, you only win if your initial choice was right (1 out of 3 doors).

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๐Ÿšช

Monty Hall Problem

Simulation of the famous probability puzzle: Should you switch doors?

There are 3 doors. Behind one is a car, behind the others are goats. You pick a door. The host (who knows what's behind the doors) opens another door with a goat. Do you switch?

Switching Win Rate
--
(Theoretical 66.6%)
Staying Win Rate
--
(Theoretical 33.3%)
The Secret: By switching, you essentially "win" if your initial choice was wrong (2 out of 3 doors). By staying, you only win if your initial choice was right (1 out of 3 doors).

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