Question: If someone says to you, "I'll bet you $1 that if you give me $2, I will give you $3 in return", would this be a good bet for you to accept?
Answer: No. This is a situation where you lose even if you win. Assuming the other person is being wise, they would take your $2 and say, "I lose", and give you $1 in return. You win the bet, but you're out $1.
Question: A rubber ball is tossed off the top of a 90 foot building. Every time it bounces, it goes back up half way. How many bounces will the ball take before it stops?
Answer: The answer is infinite, if the ball keeps bouncing half way up. But of course on earth gravity will eventually will stop it.
Question: Old Mother Twitchett had but one eye, and a long tail which she let fly; and every time she went through a gap, a bit of her tail she left in a trap.
Question: You are walking down a road and you encounter a fork in the road and you do not know the correct way to go. There are two men standing at the junction and both know the correct road. One man always lies, and the other man always tells the truth, but you do not know who is the liar and who is the one who tells the truth. You can only ask each man one question, but it must be the same question for both. What is the question that would allow you to get the information necessary to choose the correct path?
Answer:
You ask, "Which way would your companion say is the correct path?". The liar would lie tell you that the truthful man would say to go down the wrong path. The truthful man would tell the truth and say that the liar would tell you to go down the wrong path. They both point to the wrong path, so then the alternate is the proper path.
Question: I live in the canopy. I rarely touch the forest floor. I hang upside down all day. I move as slow as a tortoise. My hair is brown and green. I eat tree leaves. Who am i?
Question: If you go to the movies and you're paying, is it cheaper to take one friend to the movies twice, or two friends to the movies at the same time?
Answer: It's cheaper to take two friends at the same time. In this case, you would only be buying three tickets, whereas if you take the same friend twice you are buying four tickets.
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