Dynamic convergence of any triangle to an equilateral triangle
- Author:
- Idan Tal
The applet demonstrates a dynamic convergence process of any triangle to an equilateral triangle. There are four rulers, three of them allows to change the lengths of the sides of the original triangle. The fourth ruler allows to promote the convergence process in which each new stage the length of sides are the mathematical mean of the length of pair sides in the previous stage. In every step appears on the screen the following values: The lengths of the sides, triangle angles, the radius of the inner circle and outer circle radius, the standard deviations of the sides and angles.