GENERALIZED PASCAL’S TRIANGLE AND METALLIC RATIOS
Journal: INTERNATIONAL JOURNAL OF RESEARCH -GRANTHAALAYAH (Vol.9, No. 7)Publication Date: 2021-07-31
Authors : R. Sivaraman;
Page : 179-184
Keywords : Generalized Pascal’s Triangle; Metallic Ratio Of Order K; Binomial Coefficient; Hockey Stick Property; Binet’s Formula Respresentation;
Abstract
In this paper, I had demonstrated the way to determine the sequence of metallic ratios by generalizing the usual Pascal's triangle. In doing so, I found several interesting properties that had been discussed in detail in this paper. I had proved four new results upon generalizing Pascal's triangle. Thus, the primary aim of this paper is to connect the idea of Generalized Pascal's triangle with that to the sequence of metallic ratios.
Other Latest Articles
- ENDOMETRIOSE VESICALE : A PROPOS DUN CAS
- ANALYSIS OF THE NEED FOR HEALTH WORKERS USING WORKLOAD INDICATOR STAFFING NEED (WISN) METHOD IN INPATIENT SERVICES IN REGIONAL GENERAL HOSPITAL OF BUTON UTARA REGENCY IN 2021
- OPTIMIZATION PARAMETER FOR PRODUCTION OF PROTOCORM-LIKE BODY AND GROWTH OF GRAMMATOPHYLLUM SPECIOSUM
- CHEMICAL AND PHARMACOLOGICAL EVOLUTION OF SOME SYNTHESIZED CHALCONES AND HETROCYCLIC COMPOUNDS
- ENHANCING ACADEMIC ACHIEVEMENT OF COMMERCE STUDENTS THROUGH BLENDED E-LEARNING
Last modified: 2021-08-31 17:07:51