Science and Education Publishing American Journal of Applied Mathematics and Statistics 2333-4576 2 6A 2014 11 21 Generating Certain Class of Real Sequences Using Gamma Function, Arithmetic and Geometric Progressions 1 5 EN Vishwa Nath Maurya Professor & Head, Department of Pure & Applied Mathematics and Statistics, School of Science & Technology, The University of Fiji, Fiji Islands Ram Bilas Misra Chandra K. Jaggi Avadhesh Kumar Maurya Rajnesh Krishnan Mudaliar AJAMS201426A1 10.12691/ajams-2-6A-1 2014 11 01 2014 11 10 2014 11 21 Present paper envisages a novel approach to explore some real sequences by using the gamma function, arithmetic progression (AP) and geometric progression (GP). Particularly, applications of properties of both the arithmetic progression (AP) and geometric progression (GP) are focused to find out some real sequences which can be significantly useful in emerging fields of engineering science and technology. Real sequences play vital role in testing of convergence of infinite power series in real analysis and engineering mathematics. In this paper, several propositions pertaining to real sequences are explored and examined by way of presenting proofs. In addition to this, various numerical examples are also illustrated in order to emphasis the application aspect of real sequences explored herein. Finally, some significant conclusions are drawn for future scope and further findings with different versions of real sequences.