Circle O has a radius of 3 units. Points A and B are inside the circle such that AO=1 unit, BO=2 unit, and angle AOB=60 degrees.
CDE is an isosceles triangle inscribed in circle O with CD=DE, point A on CD and point B on DE.
How long are the sides of CDE?
(In reply to
Geometer's Sketchpad approximation by Charlie)
There appears to be a second solution as well. You put D on the outside of angle AOB, but it can also be on the inside.
In this case, the equal sides are about 5.70454 and the base about 3.53613
I have my doubts about those closed forms but will work on a closed solution.
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Posted by Jer
on 2019-03-18 18:29:58 |