$Version
12.2.0 for Microsoft Windows (64-bit) (December 12, 2020)
For points (located on a unit circle),
pts = CirclePoints[11]
$$\left\{\left\{\sin \left(\frac{\pi }{11}\right),-\cos \left(\frac{\pi }{11}\right)\right\}, ...\right.$$
Graphics[{
Blue, Circle[],
Red, PointSize[0.02], Point@pts
}]
Question(s)
Is this version related or is there a limit on how many points the
CircleThroughalgorithm can fit?For fitting random points to the best-fit circle, I have already looked at this post. I wonder if any built-in function has been provided since?
Note(1) For 10 points it works with pts//N. For 11 pts, it doesn't work with either variation.
Any help will be greatly appreciated.


pts = CirclePoints[8] Graphics[{Line[pts], Point[pts], {Red, CircleThrough[pts]}}]V 12.3.1 – Nasser Nov 29 '21 at 11:45<= 10 points– Ulrich Neumann Nov 29 '21 at 11:47Graphics[CircleThrough[pts[[1 ;; 4]]]]does not work – Daniel Huber Nov 29 '21 at 12:15CircleThrough[RandomChoice[CirclePoints[20], 3]] // FullSimplify– Bob Hanlon Nov 30 '21 at 02:59