Flip a coin until either HHT or HTT appears. Is one more likely to appear first? If so, which one and with what probability?
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3) Poker. 26 red, 26 black. Take one every time, you can choose to guess whether it’s red. You have only one chance. If you are right, you get 1 dollar. What’s the strategy? And what’s the expected earn?
Nel test scritto erano presenti domande di geometria, logica generale e fisica
A bad king has 1000 bottles of wine. A neighboring king plots to kill the bad king, and sends a servant to poison the wine. the servant is able to poison only one of them before he is caught. The guards don't know which bottle was poisoned, but they do know that the poison is so potent that even if it was diluted 1,000,000 times, it would still be fatal. Furthermore, the effects of the poison take one month to surface. The king decides he will get some of his prisoners in his vast dungeons to drink the wine. At a minimum how many servants does he need to kill to find out the poisioned bottle of wine and will still be able to drink the rest of the wine in 5 weeks time?
At a party everyone shakes hands, 66 hand shakes occur, how many people are at the party?
Say I take a rubber band and randomly cut it into three pieces. What's the probability that one of the pieces has length greater than 1/2 of the original circumference of the rubber band.
How many digits are there in 2^50?
Why
1) Tow coins, P(head)=1/3, P(tail)=2/3, design a way to get the effect of fair coin
brain teaser - a 3 gallon bucket and a 5 gallon bucket. How do you get 4 gallons?
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