Here's another riddle that may serve as five-minute excersize for your gray cells... There's a queue of twenty people to a twenty-seat bus, and a mad old lady is first in the queue. And, due to her mental illness, she chooses a random seat instead of the one specified on her ticket. The others board the bus one after another trying to take their own seat, but, if they find it occupied, they have nothing to do than choose a random seat of those that are still vacant. Ant the question is, what are the chances for the last person in queue to take their own seat?
Top answer
1 out of 20
— Anonymous
1 out of 20
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GG: You were right. First I indeed thought you meant that thing equaled 1/2, which is reflected in the first sentence of that post of mine. A second later, however, I understood you had written a multiplicative series, so in the second sentence I wrote what it equals to. That post is simply self-contradicting