29.22: Cost-Plus Pricing Method

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Learning Objectives

Explain the cost-plus pricing method

Cost-Plus Pricing

Cost-plus pricing, sometimes called gross margin pricing, is perhaps the most widely used pricing method. The manager selects as a goal a particular gross margin that will produce a desirable profit level. Gross margin is the difference between how much the goods cost and the actual price for which it sells. This gross margin is designated by a percent of net sales. The percent chosen varies among types of merchandise. That means that one product may have a goal of 48 percent gross margin while another has a target of 33.5 percent or 2 percent.

A primary reason that the cost-plus method is attractive to marketers is that they don’t have to forecast general business conditions or customer demand. If sales volume projections are reasonably accurate, profits will be on target. Consumers may also view this method as fair, since the price they pay is related to the cost of producing the item. Likewise, the marketer is sure that costs are covered.

A major disadvantage of cost-plus pricing is its inherent inflexibility. For example, department stores often find it hard to meet (and beat) competition from discount stores, catalog retailers, and furniture warehouses because of their commitment to cost-plus pricing. Another disadvantage is that it doesn’t take into account consumers’ perceptions of a product’s value. Finally, a company’s costs may fluctuate, and constant price changing is not a viable strategy.

Markups

Markup is the calculation of the difference between the cost and selling price of merchandise in stock, for a particular department, or for an individual item. The difference may be expressed in dollars or as a percentage. For example, if a man’s tie costs $14.50 and is sold for $30 in a Department store, the dollar markup would be $15.50 ($30.00 − $14.50 = $15.50). Markup is most commonly expressed as a percent of the selling price of the merchandise. In this example, the markup of the neckwear is 51.7% ($30.00 − $14.50 / $30.00). A can of soup in a supermarket may cost $.79 and retail for $1.00 which would be a markup of 21% (gross margins of supermarkets is significantly lower than that of department stores).

Given a specific gross margin, you can easily calculate the retail price of a product by dividing the cost of a product by 1 minus the gross margin. For example, if you have a 45% gross margin on a product that costs $20 to produce, it would have a retail price of $36.50:

100% − 45% = 55% or .55

$20.00/.55 = $36.50

Cost-Oriented Pricing of New Products

Certainly costs are an important component of pricing. No firm can make a profit until it covers its costs. However, the process of determining costs and setting a price based on costs does not take into account what the customer is willing to pay in the marketplace. This strategy is a bit of a trap for companies that develop products and continually add features to them, thus adding cost. Their cost-based approach leads them to add a percentage to the cost, which they pass on to customers in the form of a new, higher price. Then they may be disappointed if their customers do not see sufficient value in the cost-based price.

PRactice Question

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Contributors and Attributions

Revision and adaptation. Provided by: Lumen Learning. License: CC BY: Attribution
Practice Question. Authored by: Robert Danielson. Provided by: Lumen Learning. License: CC BY: Attribution

Pricing the Product, from Introducing Marketing. Authored by: John Burnett. Located at: http://solr.bccampus.ca:8001/bcc/file/ddbe3343-9796-4801-a0cb-7af7b02e3191/1/Core%20Concepts%20of%20Marketing.pdf. Project: Global Text. License: CC BY: Attribution
Mangos. Authored by: Quinn Dombrowski. Located at: https://www.flickr.com/photos/quinnanya/2886818380/. License: CC BY-SA: Attribution-ShareAlike