数学计算与金融知识:财务利息计算中几何级数的发生率

Q4 Business, Management and Accounting
Elena Moreno-García
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引用次数: 0

摘要

复利计算是大多数财务决策的基础;因此,探讨人们需要哪些数学知识才能正确计算单利和复利是当务之急。本研究旨在分析大学生计算单利和复利的能力与他们对算术级数和几何级数的理解之间的关系。研究还指出了不同性别的结果是否有所不同。进行了人口比例检验,并考虑了推论分析中的性别比例差异。相关分析采用了二分 Probit 模型。结果表明,59.8% 的学生知道如何计算整数的连乘,只有 30.9%的学生知道如何计算小数的连乘。不到 50%的学生会计算复利,但 76.7%的学生会计算单利。男女生之间没有明显差异。结果表明,男生计算复利的能力与能否正确计算几何级数之间存在正比关系。研究结果有助于数学教学策略的设计及其在金融领域的应用,从而培养学生更好地进行金融决策。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Math Calculation and Financial Literacy: The Incidence of Geometric Progressions in the Calculation of Financial Interest
Calculations about compound interest serve as the basis of most financial decisions; therefore, it is imperative to explore what mathematical knowledge people need to correctly calculate simple and compound interest. The aim of this study is to analyze the relationship between college students’ competence in calculating simple and compound interest and their understanding of the arithmetic and geometric progressions. It is also pointed out whether the results vary according to gender. Population proportion tests are carried out, and gender proportion differences are considered for inferential analysis. The dichotomous Probit model was used for correlation analysis. Results demonstrate that 59.8% of students know how to formulate a whole-number succession, and only 30.9% in the case of fractional numbers. Less than 50% of students can calculate compound interest, but 76.7% can calculate simple interest. There is no significant difference between men and women. The results show a positive relationship between male students’ competence in calculating compound interest with the possibility to correctly formulate a geometric succession. Findings can be useful for mathematics teaching strategy design and its applications in finance contexts with the purpose of training students to be better at finance decision making.
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来源期刊
CiteScore
4.50
自引率
0.00%
发文量
512
审稿时长
11 weeks
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