Abstract:
This article discusses the development of the incircle mixtilinear on the triangular
trisector of a triangle. The relationship between the radius of the near incircle of
the 4ABC corner trisector is a comparison the product of the radii of the incircle
mixtilinear tangent to the two tri-sector lines of angle 4ABC is equal to the ratio of
the squared trisector lines. Then if there are several random triangles that have the
same thing in common, namely one angle that is the same size, then the comparison
between the values the incircle and incircle mixtilinear radii are the same.