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CYCLOID TOM COPLEY
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Cycloid
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Galileo Galilei 1599 cycloid area of cycloid = pi times the area of the circle
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Blaise Pascal What are the dimensions and properties of the cycloid?
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Evangelista Torricelli Area under the cycloid is three times the area of the generating circle.
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Rene Descartes Use tangent lines; it’s easier that way.
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Sir Christopher Wren 1658 length of the cycloid = four times the diameter of the circle
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Christian Huygens 1673 Isochrone Tautochrone
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Johann Bernoulli Jakob Bernoulli Newton Leibniz Brachistochrone
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SOURCES: Gardner, Martin, Martin Gardner’s Sixth Book of Mathematical Games, Charles Scribner’s Sons, New York, 1971. Eric Weisstein’s Encyclopedia of Math, treasure-troves.com, Eric Weisstein, 1999. Dr. Carl Lee, University of Kentucky
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