A triangulation of a convex polygon is a partition of that


A triangulation of a convex polygon is a partition of that polygon into triangles that does not introduce any new vertices.

(a) Consider a triangle. How many triangles are in a triangulation of a triangle?

(b) There are different ways to triangulate a square. How many triangles does each have?

(c) How many triangles does any triangulation of an n-sided convex polygon have? Prove that your response is correct.

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Mathematics: A triangulation of a convex polygon is a partition of that
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