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Circles Through Fermat Point & Kiepert Hyperbola
Autor:
Steve Phelps
Thema:
Kreis
,
Hyperbel
Every circle containing the Fermat Points contains a diameter that (1) has endpoints on the Kiepert Hyperbola; and (2) is perpendicular to the Euler Line.
GeoGebra
Neue Materialien
Classifying Triangles
Perimeter of Rectangle
Slope Between 2 Points (Phase 2)
bewijs stelling van Pythagoras
Untitled
Entdecke Materialien
PosNegSplit04
AngleMeasureArcMeasure
charlie house
Equilateral Triangle Construction
Question 23
Exploring errors in Euler's method
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