On Proper Coloring Of Some Special Graphs

Abstract

In this paper we prove that the chromatic number for Moser-Spindle graph is 4.And also showed the existence of chromatic number of lollipop graph is m. where m represents number of vertices in the complete graph. An open star of finite r copies of fan graph which admits proper coloring and whose chromatic number is 3. In a triple triangular snake, and Alternate triple triangular snake having its chromatic number 3.