The Arbelos in n-Aliquot Parts 1
A generalization of the classical arbelos
The applet shows a generalization of the classical arbelos
Please scroll down and click the checkbox "Start,..." to start the applet.
Applet programmed by Masashi Hara.
to the case divided into many chambers by semicircles.
Suppose that we divide the arbelos into n parts by (n-1)
circles each touching at the point of tangency of the two
inner circles of the arbelos. If the n inscribed circles
of the divided area are all congruent, we call the figure
the arbelos in n-aliquot parts.
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