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- W2320192057 abstract "On several occasions I have been told the paradox about a room and some tennis balls. The story goes that in the first half minute two tennis balls, #1 and ?2, are tossed into the room and #1 is thrown In the next quarter minute balls #3 and #4 are tossed in and #2 is tossed In the next 1/8 minute #5 and #6 are tossed in and #3 is tossed Etc. 1. I was told that in the limit there are no tennis balls in the room because you think that there are then when you name the ball I can tell you when it was thrown out. 2. However, I said to myself that if I look at the number of balls in the room, then at stage N there are N balls left and I am being asked to believe that the limit of N as N goes to infinity is 0. To get a different view on what is essentially the same situation we examine a well-known mathematical result. The constant y is defined by" @default.
- W2320192057 created "2016-06-24" @default.
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- W2320192057 date "1989-10-01" @default.
- W2320192057 modified "2023-10-06" @default.
- W2320192057 title "The Tennis Ball Paradox" @default.
- W2320192057 doi "https://doi.org/10.1080/0025570x.1989.11977452" @default.
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