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Ok, so this is nothing new but is still an interesting illustration of, well, you'll hopefully see
.
Here is the theoretical situation you find youself in:
You are on a TV gameshow, where you can choose one out of three doors. You win whatever is behind the door you choose, but you can't see what is behind each door in advance.
Behind one of the doors is your dream car. If you pick one of the two remaining doors however, you win a jug of sour milk, which you have to drink there and then (because fear is not a factor for you!).
You decide to choose Door #1. The host then opens Door #3, which reveals a jug of sour milk.
The host then asks you, "do you want to keep your choice of Door #1 or would you like to change your mind and choose Door #2?...
What do you do?
Here is the theoretical situation you find youself in:
You are on a TV gameshow, where you can choose one out of three doors. You win whatever is behind the door you choose, but you can't see what is behind each door in advance.
Behind one of the doors is your dream car. If you pick one of the two remaining doors however, you win a jug of sour milk, which you have to drink there and then (because fear is not a factor for you!).
You decide to choose Door #1. The host then opens Door #3, which reveals a jug of sour milk.
The host then asks you, "do you want to keep your choice of Door #1 or would you like to change your mind and choose Door #2?...
What do you do?
Don't cheat! I am sure the answer will come up, but as a hint, 16% is the difference.(Or is it).