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Inscribe a circle in a triangle.

Author:
Ryan Hirst
From point of intersection of the angle bisectors, a circle may be drawn which is tangent to the three sides of the triangle. The common point is called the incenter of a triangle.
Malfatti's Problem: http://www.geogebratube.org/material/show/id/32233

New Resources

  • Biscribed Truncated Icosahedron(extreme distribution). Vertices 60.
  • Using a Protractor
  • NRICH angle problem
  • testfileFri Jan 15 21:04:08 CET 20210.342147235959832
  • Exploring the Volume of Spheres

Discover Resources

  • Linear transformations and eigenvectors in 2D
  • Triangle on parallel lines
  • Relection of a point across the axis
  • Incenter finished
  • UNIT 4 LESSON 4 ISOSCELES TRIANGLES

Discover Topics

  • Statistical Characteristics
  • Percentages
  • Centroid or Barycenter
  • Scatter Plot
  • Cone

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