Money-Coutts process for pentagon

Author:: Denis

Given a pentagon P1 - P5, consider the following chain of circles: c1 is inscribed in the angle P1; c2 inscribed in the angle P2 and tangent to c1; c3 inscribed in the angle P3 and tangent to c2; etc.

New Resources

Random Walk in 3D
Fraction Fluency: Amount of a Whole
Open Middle: Ambiguous Case Setups
Oloid
Positive Sums and Products

Discover Resources

The Orthocenter of a Triangle
Parallelogram Investigation
Construction of parallelogram (a,b,\alpha)
hyperbolic components Mandelbrot
Folding Test: investigating lines of reflection symmetry

Discover Topics

Vectors 2D (Two-Dimensional)
Incircle or Inscribed Circle
Equilateral Triangles
Terms
Differential Equation