Back To Basics: Algebraic Foundations Of The Statement Of Cash Flows

Donald T. Joyner, Jean-Marie Banatte, V. Dondeti
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引用次数: 1

Abstract

The indirect method for preparing the statement of cash flows, as described in many standard textbooks, involves an item-by-item approach, telling you to add to or subtract from the net income, the increases or decreases in the balance sheet items, such as accounts payable or accounts receivable. Many business students, especially at the undergraduate level, find these black-box-rules confusing. In recent years, several articles have appeared in the accounting literature, exploring the link between the algebraic foundations and the enumeration of items in the statement of cash flows. In this paper, an explanation is provided, through an analysis of the basic algebraic equation of the balance sheet, for the black-box-rules of the indirect method in a simple and concise manner.
回归基础:现金流量表的代数基础
正如许多标准教科书所描述的那样,编制现金流量表的间接方法包括逐项方法,告诉你在净收入中增加或减少资产负债表项目的增加或减少,如应付帐款或应收帐款。许多商科学生,尤其是本科生,对这些黑盒子规则感到困惑。近年来,会计文献中出现了几篇文章,探讨了现金流量表中代数基础与项目枚举之间的联系。本文通过对资产负债表基本代数方程的分析,对间接法的黑箱规则进行了简明扼要的解释。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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