Checking the law of sines for some particular cases.
- Francisco Quezada Campos
The purpose of this presentation are: 1. Build a dynamic triangle with variable angles and sides. 2. Relate the law of sines to the triangle and note that moving any of the vertices, the law of sines verified. 3. Additionally, using tangents and bisecting the triangle to draw a circumscribed circle of radius r to the triangle. 4. Show the relationship of the law of sines to the circle radius r.
1. The law of sines is valid for all kinds of triangles? 2. How algebraically proves the law of breast? 3. What drives the angle of the law of sines expressed? 4. What are some applications of the law of sines?