File:Sangaku three circles.svg

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	Date/Time	Thumbnail	Dimensions	User	Comment
current	12:44, 24 March 2021		512 × 512 (1 KB)	commons>Cmglee	{{Information \|Description=A sangaku puzzle in which three circles share a tangent and the outer two large circles touch while a small circle just fits between them. Given the radii of the large circles are r_left=9 and r_right=36, the radius of the small circle must conform to 1/sqroot(r_middle)=1/sqroot(r_left)+1/sqroot(r_right). In this case, 1/sqroot(4)=1/sqroot(9)+1/sqroot(36), or 1/2=1/3+1/6. \|Source={{own}} \|Date= \|Author= Cmglee \|Permission= \|other_versions={{source th...

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Short title	Sangaku three circles
Image title	The smallest distinct integer solution to the Sangaku three circles problem, drawn by CMG Lee.
Width	100%
Height	100%