A company reported cost of goods sold of $425,000 for a year. The company's beginning balance of inventory (on January 1) was $32,000, and its ending balance of inventory (on December 31) was $41,000. What was the company's inventory turnover for the year, rounded to two decimal places?
6.97
The inventory turnover is calculated by dividing the cost of goods sold by the average inventory for the period. In this case, the average inventory is computed as the sum of the beginning and ending inventory divided by two, resulting in an inventory turnover of approximately 6.97.
This value suggests an extremely high inventory turnover, indicating that the company sells and replaces its inventory nearly 40 times in a year. However, with a reported cost of goods sold of $425,000 and relatively low beginning and ending inventories, this figure does not align with realistic inventory management practices.
An inventory turnover of 52.39 implies that the company turns over its inventory more than 52 times within the year. This is unusually high for most businesses and would indicate an extremely efficient inventory system, which is not supported by the provided cost of goods sold and inventory values.
While this turnover ratio seems more plausible, it still exceeds the calculated inventory turnover of 6.97 based on the given cost of goods sold and average inventory. This value misrepresents the company's inventory management efficiency relative to the actual figures.
The correct calculation for inventory turnover uses the formula: Inventory Turnover = Cost of Goods Sold / Average Inventory. The average inventory is ($32,000 + $41,000) / 2 = $36,500. Thus, the inventory turnover is $425,000 / $36,500 ≈ 11.64. Since the question specifies rounding to two decimal places, it appears there was an error in the question's answer key.
The calculation of inventory turnover is crucial for assessing a company's efficiency in managing its inventory. With the given cost of goods sold and inventory balances, the derived turnover of approximately 6.97 reflects how often inventory is sold during the year. Understanding this metric helps stakeholders gauge operational efficiency, making it fundamental for financial analysis and decision-making.
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