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March 30th, 2018, 01:21 PM  #1 
Newbie Joined: Mar 2018 From: Belgrade Posts: 1 Thanks: 0  Equilateral triangle inscribed into an ellipse
Hi everybody! I am a college student and I'm new here. I am struggling with this problem for a couple of days , so I decided to ask you guys for a help. Hope this is the right section for this thing. Given an ellipse and a point on it, is it always possible to find other two points so that equilateral triangle can be constructed over that three points? If so, is there a way to find points in explicit form with some geometrical approach in solving? 

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ellipse, equilateral, inscribed, triangle 
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