Manufacturers can study the cost of making and selling products to find out which products are contributing to their profits and which are not. For each product, a manufacturer analyzes the costs of production, distribution and sales, and advertising and compares this to the product's sales.
For example, suppose a product's sales are $450,000. The costs related to making and selling the product are given as a percent of sales: production-23 percent, distribution and sales-19 percent, and advertising-25 percent.
To determine what percentage of sales are kept as profit, add all the cost percentages associated with making and selling the product and subtract that total from 100 percent:
23% + 19% + 25% = 67% 100% - 67% = 33%
Figure profit in dollars by multiplying total dollar sales by the percent profit: $450,000 x 33% = $148,500
Use the information in the chart to answer questions 1-10.
Use the following information to answer questions 11-15.
Retailers can review which products to carry by calculating and analyzing the gross margin. To calculate gross margin, multiply the dollar markup by the number of units sold. For example, if a store carries a product that costs the business $3.12, retails for $6.79, and has unit sales of 220, the gross margin on that product would be calculated as follows:
Retail Price - Cost = Markup $6.79 - $3.12 = $3.67
Markup x Units = Gross Margin $3.67 x 220 = $807.40
A women`s apparel manufacturer that sells its goods directly to the consumer expanded its catalog offerings two years ago to include men`s clothing. After studying the line graph that depicts the sales of men`s apparel, choose which of the following statements is true.
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