Abstract: Three series had been derived by the author, using double-integration in polar co-ordinates, binomial expansion and beta and gamma functions for determining the volume, surface-area & perimeter of elliptical-section of oblique frustum of a right circular cone as there had not been any mathematical formula for determining the same due to some limitations. All these three series are in form of discrete summation of infinite terms which converge into finite values hence these were also named as HCR’s convergence series. These are extremely useful in case studies & practical computations.
Keywords: HCR’s Convergence-series, oblique frustum, binomial expansion
Title: “HCR’s Infinite-series” Analysis of oblique frustum of a right circular cone
Author: Mr. Harish Chandra Rajpoot
International Journal of Mathematics and Physical Sciences Research
ISSN 2348-5736 (Online)
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