Inventory turnover
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The Inventory Turnover is an equation that equals the cost of goods sold divided by the average inventory. Average inventory equals beginning inventory plus ending inventory divided by 2.
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[edit] Inventory Turnover Equation
The formula for inventory turnover:
The formula for average inventory:
[edit] Application in Business
A low turnover rate may point to overstocking[1], obsolescence, or deficiencies in the product line or marketing effort. However, in some instances a low rate may be appropriate, such as where higher inventory levels occur in anticipation of rapidly rising prices or shortages. A high turnover rate may indicate inadequate inventory levels, which may lead to a loss in business. Assume cost of sales is $70,000, beginning inventory is $10,000, and ending inventory is $9,000. The inventory turnover equals 7.37 times ($70,000/$9500).
It should be noted that some compilers of industry data (e.g., Dun & Bradstreet) use sales as the numerator instead of cost of sales. Cost of sales yields a more realistic turnover ratio, but it is often necessary to use sales for purposes of comparative analysis. Cost of sales is considered to be more realistic because of the difference in which sales and the cost of sales are recorded. Sales are generally recorded at market value, i.e. the value at which the marketplace paid for the good or service provided by the firm. In the event that the firm had an exceptional year and the market paid a premium for the firm's goods and services then the numerator may be an inaccurate measure. However, cost of sales is recorded by the firm at what the firm actually paid for the materials available for sale. Additionally, firms may reduce prices to generate sales in an effort to cycle inventory. In this article, the terms "cost of sales" and "cost of goods sold" are synonymous.
[edit] References
- ^ Commercial Loan Analysis: principles and techniques for credit analysts and lenders By Kenneth R. Pirok ISBN 1557387168
[edit] Further reading
- Business Mathematics, 10th Edition, Chapter 7, § 4, ISBN 0321277821