Developing Formulas for Quick Calculation of Polyhedron Volume in Spatial Geometry: Application to Vietnam

53 Pages Posted: 1 Nov 2019

See all articles by Bui Anh Tuan

Bui Anh Tuan

Can Tho University

Michael McAleer

Erasmus University Rotterdam - Erasmus School of Economics, Econometric Institute; Tinbergen Institute; University of Tokyo - Centre for International Research on the Japanese Economy (CIRJE), Faculty of Economics

Nguyen Thi Tieu Dang

affiliation not provided to SSRN

Kim-Hung Pho

Ton Duc Thang University

Date Written: July 30, 2019

Abstract

In the age of globalization, one of the effective leadership skills is the ability to quickly calculate problems of work. From an Economics point of view, quick computation is often an advantage in business. In Mathematical perspective, quick calculation techniques are a central problem in modern Mathematics because it shortens the time for solving mathematical problems. From an Economics situation, the explanation will lead to a solution need to be quickly addressed to a volume problem, the paper proposes some formulas for quick calculation of the volume of the common polyhedron, together with a number of multiple-choice questions with IATA software to practice. Based on the evaluation results, reliable multiple-choice questions are used for an empirical study in Can Tho City, Vietnam on the effectiveness of the formulas for quick calculation of the polyhedron volume in spatial geometry. Statistical analysis shows that quick formulas help students to complete lessons at a higher rate, thereby contributing to improvements in the effectiveness of teaching geometry, especially the volume of the Polyhedron.

Keywords: Leadership, Knowledge Production, Polyhedron, Volume, Spatial Geometry, Quick calculation

JEL Classification: A30

Suggested Citation

Tuan, Bui Anh and McAleer, Michael and Dang, Nguyen Thi Tieu and Pho, Kim-Hung, Developing Formulas for Quick Calculation of Polyhedron Volume in Spatial Geometry: Application to Vietnam (July 30, 2019). Available at SSRN: https://ssrn.com/abstract=3474168 or http://dx.doi.org/10.2139/ssrn.3474168

Bui Anh Tuan

Can Tho University

Can Tho City
Vietnam

Michael McAleer

Erasmus University Rotterdam - Erasmus School of Economics, Econometric Institute ( email )

Rotterdam
Netherlands

Tinbergen Institute

Rotterdam
Netherlands

University of Tokyo - Centre for International Research on the Japanese Economy (CIRJE), Faculty of Economics

Tokyo
Japan

Nguyen Thi Tieu Dang

affiliation not provided to SSRN

Kim-Hung Pho (Contact Author)

Ton Duc Thang University ( email )

19 Nguyen Huu Tho
District 7
Ho Chi Minh City, Ho Chi Minh 0848
Vietnam

Here is the Coronavirus
related research on SSRN

Paper statistics

Downloads
27
Abstract Views
288
PlumX Metrics