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 M.G.'s wit (Posted on 2016-04-27)
Driving along the highway, Mr. Smith notices that signs for Flatz beer appear to be spaced at regular intervals along the roadway.
He counts the number of signs he passes in one minute and finds that this number multiplied by 10 gives the car’s speed in miles per hour.

Assuming that the signs are equally spaced, that the car’s speed is constant, and that the timed minute began and ended with the car midway between two signs, what is the distance from one sign to the next?.

Martin Gardner, 1956

 See The Solution Submitted by Ady TZIDON No Rating

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 Dimensional Analysis | Comment 2 of 3 |
Let x = signs per minute
y = miles per hour

10 x = y

60 x signs per hour = (10 x miles per hour)

60 x signs / (10 x miles) = 1

60 signs / (10 miles) = 1

6 signs = 1 mile

Signs are spaced 5280/6 = 880 feet apart.

 Posted by Charlie on 2016-04-27 14:29:43

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