Question
(Misusing the percent of sales method) The Caraway Seed Company has grown rapidly over the last decade and is trying to forecast the firm's inventory
(Misusing the percent of sales method) The Caraway Seed Company has grown rapidly over the last decade and is trying to forecast the firm's inventory requirements for the next 5 years. Historical sales and inventories for the last 10 years are found in the popup window, along with projected sales for the next 5 years.
SALES INVENTORIES
2005 5,450,000 1,480,692
2006 6,200,000 1,944,369
2007 6,940,000 1,899,147
2008 5,750,000 1,530,552
2009 6,055,000 1,956,425
2010 7,200,000 1,919,339
2011 7,450,000 1,920,914
2012 8,010,000 2,006,555
2013 8,775,000 2,102,646
2014 9,990,000 2,427,487
2015 11,300,000
2016 11,600,000
2017 12,600,000
2018 12,900,000
2019 13,600,000
a. Use the percent of sales method for forecasting Caraway's inventories for the next 5 years if the percent of sales is equal to the average of the percent of sales for the last 10 years.
b. The following graph, includes a plot of the historical relationship between inventories and sales along with a line representing the percent of sales forecast. Analyze the forecast line compared to the plot of inventory and sales to see if you see any problems with the percent of sales forecast. Discuss.
Using the average of the percent of sales for the last 10 years, what are the projected inventories for 2015? $ (Round to the nearest dollar.) ANSWER:
Using the average of the percent of sales for the last 10 years, what are the projected inventories for 2016? $ (Round to the nearest dollar.) ANSWER:
Using the average of the percent of sales for the last 10 years, what are the projected inventories for 2017? $ (Round to the nearest dollar.) ANSWER:
Using the average of the percent of sales for the last 10 years, what are the projected inventories for 2018? $ (Round to the nearest dollar.) ANSWER:
Using the average of the percent of sales for the last 10 years, what are the projected inventories for 2019? $ (Round to the nearest dollar.) ANSWER:
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