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Microsoft sells two types of office software, a word processor it calls Word, and a spreadsheet it calls Excel. Both can be produced at zero marginal cost. There are two types of consumers for these products, who exist in roughly equal proportions in the population: authors, who are willing to pay \(\$ 120\) for Word and \(\$ 40\) for Excel, and economists, who are willing to pay \(\$ 50\) for Word and \(\$ 150\) for Excel. a. Ideally, Microsoft would like to charge authors more for Word and economists more for Excel. Why would it be difficult for Microsoft to do this? b. Suppose that Microsoft execs decide to sell Word and Excel separately. What price should Microsoft set for Word? (Hint: Is it better to sell only to authors, or to try to sell to both authors and economists?) What price should Microsoft set for Excel? What will Microsoft's profit be from a representative group of one author and one economist? c. Suppose that Microsoft decides to bundle together Word and Excel in a package called Office, and not offer them individually. What price should Microsoft set for the package? Why? How much profit will Microsoft generate from a representative group of one author and one economist? d. Does bundling allow Microsoft to generate higher profit than selling Word and Excel separately?

Short Answer

Expert verified
Bundling allows Microsoft to generate higher profit ($300) compared to selling Word and Excel separately ($180).

Step by step solution

01

Understand the Market Segmentation Issue

Microsoft faces a challenge in price discrimination as it can't easily differentiate between authors and economists just based on willingness to pay. Both these consumers coexist in the market, making it complex for Microsoft to set different prices for different consumer types without additional information or mechanisms to identify them uniquely.
02

Setting Separate Prices for Word and Excel

For Word, if Microsoft sets the price at $50, both authors and economists will buy it, as authors value it at $120 and economists at $50. For Excel, setting the price at $40 ensures both buy it, as authors value it at $40 and economists at $150. This price strategy covers both consumer types for each product.
03

Calculate Profit from Separate Sales

For a representative group of one author and one economist, Word at \(50 yields \)(50 \times 2 = 100)\( and Excel at \)40 yields \((40 \times 2 = 80). Thus, the profit from selling separately to a group is \)100 + \(80 = \)180.
04

Price the Bundled Package

Authors and economists combined value the bundle (Word and Excel together) at $160 each ($120+$40 for authors and $50+$150 for economists). The optimal price is then slightly below $160, say $150, to ensure both buy the package.
05

Calculate Profit from Bundled Sales

Each person in a representative group buys the bundle package at \(150, leading to \)(150 \times 2 = 300)$ total profit.
06

Compare Profits from Bundling vs. Separate Sales

The profit from bundling ($300) is greater than selling separately ($180). Bundling leverages both consumer types' willingness to pay for both products, increasing total profit.

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Key Concepts

These are the key concepts you need to understand to accurately answer the question.

Bundling Strategy
Bundling is a marketing strategy where a company sells multiple products together as a single package. In the case of Microsoft, instead of selling Word and Excel individually, they could offer both as part of a single product called Office. This combined offer is designed to appeal to different customer segments by providing a comprehensive solution at a price less than the sum of the products’ individual prices but potentially higher than what some consumers would pay for only one product.
This is especially beneficial when dealing with diverse customer segments who value each product differently. In our example:
  • Authors value the bundle at $160 because they are willing to pay $120 for Word and $40 for Excel.
  • Economists also value the bundle at $200 due to their willingness to pay $50 for Word and $150 for Excel.
By setting a price of $150 for the bundle, Microsoft ensures both groups see value in purchasing it, because the bundle price is less than the total value each group places on the individual products.
By capturing more of the market with a single pricing strategy, Microsoft can increase its overall profits compared to selling the products separately.
Consumer Segmentation
Consumer segmentation involves dividing a market into distinct groups of buyers who have different needs, characteristics, or behaviors. This allows companies to tailor products, marketing efforts, and pricing strategies to meet the specific needs of different segments.
In the case study, Microsoft has two distinct consumer segments: authors and economists. Each group has different preferences and willingness to pay for Word and Excel. However, Microsoft faces the challenge of pricing its products to attract both segments without having the ability to differentiate between them easily.
  • Authors are willing to pay more for Word ($120) than for Excel ($40).
  • Economists place higher value on Excel ($150) than on Word ($50).
Understanding these differences is crucial for setting prices that maximize sales across both segments. Without the ability to uniquely identify each consumer type, Microsoft must find a strategy that satisfies both. Bundling happens to be the optimal solution in this scenario, as it can bridge the gap between the two segments' divergent valuations.
Marginal Cost
Marginal cost refers to the additional cost incurred by producing one more unit of a product. In many industries, this cost can vary widely; however, digital products often have a marginal cost close to zero. This is exactly the case with Microsoft’s Word and Excel, which have no significant additional cost for each copy sold.
Understanding marginal cost is critical in pricing strategy. Since the marginal cost for these software products is zero, pricing decisions aim to cover initial development costs and maximize profit through careful price setting.
For instance, when selling products individually, it's crucial that the price covers enough fixed costs while appealing to as broad a segment as possible. With bundling, even though the price might be lower compared to charging for each product individually, the total profit can increase significantly when the marginal cost is negligible. This allows Microsoft to focus solely on maximizing revenue from a wider customer base rather than recovering per-unit costs.
By minimizing costs associated with production and distribution, companies like Microsoft can afford to test different pricing structures, like bundling, without risking large financial losses from unused inventory or price uncertainty.

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Most popular questions from this chapter

Promoters of a major college basketball tournament estimate that the demand for tickets on the part of adults is given by \(Q_{a d}=5,000-10 P,\) and that the demand for tickets on the part of students is given by \(Q_{s t}=10,000-100 P .\) The promoters wish to segment the market and charge adults and students different prices. They estimate that the marginal and average total cost of seating an additional spectator is constant at \(\$ 10\) a. For each segment (adults and students), find the inverse demand and marginal revenue functions. b. Equate marginal revenue and marginal cost. Determine the profit-maximizing quantity for each segment. c. Plug the quantities you found in (b) into the respective inverse demand curves to find the profit-maximizing price for each segment. Who pays more, adults or students? d. Determine the profit generated by each segment, and add them together to find the promoter's total profit. e. How would your answers change if the arena where the event was to take place had only 5,000 seats?

Most colleges and universities publish a single tuition figure, often right on their Web site. Yet, it's claimed that colleges and universities are masters of first-degree price discrimination. a. Explain how, in the real world, colleges and universities charge different students different prices for access to the same good. b. First-degree price discrimination requires information about individual customers' demands. Where do colleges and universities get the information they need to estimate each prospective student's willingness to pay? c. One requirement to implement first-degree price discrimination is the ability to prevent resale. Explain why colleges and universities don't have to worry about that. Are there other businesses you can think of where resale simply isn't possible?

Owners of a Florida restaurant estimate that the elasticity of demand for meals is -1.5 for senior citizens and -1.33 for everyone else. a. The restaurant is considering offering a senior citizen discount. Use Lerner indices to determine how big (in percentage terms) that discount should be. (Hint: Determine the ratio of the senior citizens' price to the price for everyone else.) b. Suppose that the restaurant owners discover that seniors tend to demand more attention from their waiters and send back more food as unsatisfactory, to the extent that the marginal cost of serving a senior is twice as high as serving an adult. Accounting for these costs, how large should the senior citizen discount be? (Hint: Refer back to the example in the text, but don't cancel out marginal costs!) c. Were your results in part (b) surprising? Explain them, intuitively.

Three consumers, John, Kate, and Lester, are in the market for two goods, dates and eggs. Their willingness to pay for dates and eggs is given in the table below: $$ \begin{array}{|c|c|c|} \hline & \begin{array}{c} \text { Dates } \\ \text { (1 package) } \end{array} & \begin{array}{c} \text { Eggs } \\ \text { (1 dozen) } \end{array} \\ \hline \text { John } & \$ 0.60 & \$ 2.00 \\ \hline \text { Kate } & \$ 1.30 & \$ 1.30 \\ \hline \text { Lester } & \$ 2.00 & \$ 0.60 \\ \hline \end{array} $$ a. If you are a local farmer who can produce dates and eggs for free, what is the optimal price for dates and eggs if you price them individually? How much profit will you generate? b. If you bundle dates and eggs together, what price should you set for a bundle containing one package of dates and a dozen eggs? How much profit will you generate? c. Is there any advantage to mixed bundling in this case? Why or why not? d. Suppose that the cost of producing dates and eggs rises to \(\$ 1.00\) per package and \(\$ 1.00\) per dozen, respectively. Now is there any advantage to mixed bundling? Why or why not? Explain your answer with a numerical illustration. e. What accounts for the change in optimal strategy when costs change?

Many textbooks are now available in two versions, a high-priced "domestic" version and a low-priced "international" version. Each version generally contains exactly the same text, but slightly altered homework problems. a. Why would a textbook publisher go to the trouble to produce two versions of the same text? b. Discuss whether the publisher's strategy would be more effective if it made the alterations secret, or if it announced them boldly. c. The production of international versions of textbooks was concurrent with the explosion of the Internet. Explain why this is likely to be more than just a coincidence.

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