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Some triangles can be classified by only term, and some triangles fall into two overlapping, non-mutually-exclusive categories.
There is no limit to the number of triangles. At any time, you can select a triangle; select one of its vertices and draw a line from that vertex to the opposite side. That gives one more non-overlapping triangle. And you can keep on doing that indefinitely.
A non-overlapping triangle refers to a triangle that does not share any area with another triangle. In geometric terms, it means that the two triangles do not intersect or overlap at any point. This concept is often used in various applications, such as computer graphics and tiling, where distinct shapes must be arranged without intersection. Non-overlapping triangles can be used to create complex shapes or patterns without redundancy.