Abstract

In this paper we clearly demonstrated some new properties of Yurkn Cyclic Triangle. We examined the Symmetric and Asymmetric Cyclic Yurkin Triangles. We demonstrated the differences in the properties of the Ordinary Symmetric and Asymmetric Yurkin Triangles from the Cyclic Symmetric and Asymmetric Yurkin Triangles. The difference lies in the fact that in Ordinary Yurkn Triangles the terms are the same, and the sums are naturally the same. In Yurkn Cyclic Triangles however the terms are different, but the sums are still the same. Since many properties of Pascal Triangle and Yurkin Triangle coincide, we can consider Yurkin Triangle to be a "mathematical clone" of Pascal Triangle.