Share Your Research, Maximize Your Social Impacts
A SUMMATION (PARTIAL SUM) OF HARMONIC PROGRESSION SERIES PRODUCED THE SUM EXIST
Journal: BEST : International Journal of Humanities , Arts, Medicine and Sciences ( BEST : IJHAMS ) (Vol.5, No. 5)Publication Date: 2017-05-31
Authors : NAQUEEB ASHRAF SIDDIQUIq;
Page : 35-38
Keywords : Partial Sum; Order of n; Just Middle Term; Two Halves; Variable; Approximation;
Source : Download
Find it from : Google Scholar
Abstract
The sum up-to n terms of Arithmetic Progression is expressed by • S=n/2[2a+(n-1)d] and • S=n/2(a+l) Similarly, we also have formula for sum up to n terms of Geometric Progression for r>1 and r<1.But we have no formula for sum up-to n terms of Harmonic Progression. In this section we have an expression for getting sum up-to definite terms (as n terms) of Harmonic Progression.
Other Latest Articles
- Numismatic Finds from the Chakma Settlement (Laishevo District, Republic of Tatarstan)
- Numismatic Complexes of 10th Century from Semyonovsky Island (the Republic of Tatarstan)
- Development and Characterization of Tetanus Toxoid Loaded Trimethylchitosan Chloride Nanoparticles for Nasal Immunization
- Homology Modeling and Docking Study on Plasmodium Protein Farensyl Transferase: A Viable Target to Combat Malaria
- Synthesis of Some Novel Quinazolino-Triazine Derivatives for Their Antimicrobial Activity
Last modified: 2017-06-06 18:40:04