摘要: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.
其他摘要: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.
关键词:Statement of Cash Flows;Indirect Method;Algebraic Foundation;Accounting Equation
其他关键词:Statement of Cash Flows;Indirect Method;Algebraic Foundation;Accounting Equation