Rolling Circles的副本

I think of these as a Spirograph, but today got thinking about these epicycloids and hypocycloids because of Copernicus' Theorem [url]http://www.cut-the-knot.org/pythagoras/Copernicus.shtml[/url] and the Coin Rolling Paradox [url]http://curiosamathematica.tumblr.com/post/112681620692/coin-rotation-paradox[/url]. What patterns do you see? Can you predict the patterns based on the circle sizes? How many times do you have to roll around to get back to the starting position?

 

markfang

 
資源型態
活動
標籤
適合年齡
10 – 19+
語言
English
 
 
 
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