Circles Through Fermat Point & Kiepert Hyperbola

Author:: Steve Phelps

Topic:: Circle, Hyperbola

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.

New Resources

Periodic Functions
Shade a spheric triangle with "surface".
How to Assign Color Objects Inside the List? II
Graphing Logarithmic Functions
Flag in the wind

Discover Resources

Desargues' Two-Triangle Theorem Part 1
Test This Out!
Mole Fraction
Simple Lyness Cubic
Drop Icosahedron Through Plane

Discover Topics

Percentages
Arithmetic
Congruence
Integers
Diagrams