A boy goes and buys a one-piece fishing pole that is 6' 3" long. As he goes to get on the bus, the bus driver tells him that he can't take anything on the bus longer than 6'.
The boy goes back to town, buys one more thing, and the bus driver allows him on the bus.
The boy bought a 6' long box and he put the fishing pole in it diagonally.
If we assume that the thickness of the box casing is negligible, then using Pythagoras' theorem we find that the dimensions of the box must have been 6' by 21" ( =SQRT(75^2 - 72^2) )
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