Dynamic Trigonometry (Trigonometry Formula Expression Parses To Euclidean Geometry)

[SanjoyNath]

Dear Experts,

First of all thanking Autocad to help us visualize the Scaled Geometry to such a great extent . The Align command in Autocad has a great significance when that scales to fit. Large bunches of Line segments interrelate with each other when these are glued with Align and scaled to fit commands. One secret of this command is that it is the Gluing of triangles as multiplications. Reverse Gluing is divisions. When we multiply two Trigonometry ratios then it means we are gluing two triangles. And in this way a dynamic block grows.

Recursively (Cumulatively gluing of Triangles (Either similar or non similar triangles)  make interrelated line segments bunch which are GT Simplex objects. And all GTSimplex object has a final line segment.

The initial Line Segment is L and when large numbers of such triangles glue in a sequential order then it forms GTSimplex objects and when GTSIMPLEX Objects are added (through cumulations or through forced kinds of alignments without scaling to fit then it becomes LOCKED SET objects)

All these are ultimately dynamic block kind of objects. Now challenge is to parse the Trigonometry expressions(Mathematics book problems of trigonometry written formally  in styles of excel formula) hides beautiful Geometries of line segments bunches meaningfully aligned and arranged. These blocks changes as seds_angles changes.

Please see the sample of such GTSIMPLEX

A draft Simulator is attached here such that you can simulate on CAD