The Monte Hall Problem - with the answer
You're on a game show. It's very simple. There are 3 doors. Behind one is a gold bar and behind the other two there's nothing.
You get to pick a door and keep whatever you find.
All doors are equal to you, so you simply pick door #1.
But before you open the door the game show host (who knows what behind each door) opens door #3 to reveal nothing.
He then asks you if you would like to change your choice from door #1 to door #2.
Do you? Is there any advantage to changing your choice?
Tech Notes:
Email me if you want the answer with a proof.
Content written and posted by Ken Abbott abbottsystems@gmail.com
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