Echognome, on Oct 30 2007, 04:40 PM, said:
You have 10 boxes in a room, nine of them with $10,000 in them. However, one of them is the "Bankrupt" box and gives you nothing. How many boxes would you open?
Game 2:
Same set-up. Only 10 boxes, but nine of them are "prizes" and one of them is "Bankrupt". For opening up the first "prize" box, you get $1000. For each subsequent successful "prize" box you open you double your money. However, if you ever open the "Bankrupt" box, you get nothing. How many boxes would you open?
I only open 1 box either way. The power of gambling is the lure to risk your winnings against the possibility of future winnings.
Sure, if it's a mathematics exam, I calculate EV and work out risk vs potential earnings. But if it's real life, I do my darndest to NOT hand back any free cash.
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