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So I have an inscribed right triangle with inscribed circle in it. I need the Green point - "G" (The intersection of the medians - the centroid) to intersect with the inscribed circle("d").... The end goal is to find the angles of the triangle when the points intersect.
I tried with H=Intersect(d,G) ("d" being the inscribed circle and "G" is the intersections of the medians) and it didn't work.
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Cela ne doit pas être un problème de traduction ... je ne comprends pas comment un cercle et un point pourraient avoir une intersection ...
Si le but est de construire un triangle dans lequel le point G est sur le cercle inscrit, une démarche qui a l'air de fonctionner
e=Distance(G,d)
Minimize(e,C) on obtient un point J
SetValue(C,J)
est-ce cela ?
(il serait peut-être intéressant de voir ce qui se passe dans d'autres situations)
Tangent(b, d) then Intersect(d, r)
My interpretation is uploaded in the figure. Cheers
One more detail better clarifies
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