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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?

Short Answer

Expert verified
Colleges use financial data to adjust tuition, practicing price discrimination. They don't worry about resale as education isn't transferable.

Step by step solution

01

Define First-Degree Price Discrimination

First-degree price discrimination is a pricing strategy where sellers charge each customer a maximum price they are willing to pay. This requires detailed information about each customer's willingness to pay and is often seen in markets where sellers have significant control and information about their consumers.
02

Explain Real-World Tuition Pricing

In practice, colleges and universities effectively use first-degree price discrimination by charging students different tuition rates based on various factors, such as financial need, academic merit, or personal background. Scholarships, grants, and need-based aid adjust the published tuition rate down to what each student can afford, approximating their willingness to pay.
03

Sources of Information for Universities

Colleges and universities gather information about prospective students' financial situations and willingness to pay through FAFSA (Free Application for Federal Student Aid) forms, CSS Profiles, family income reports, and personal or family financial disclosures during the application process. This data helps them to tailor tuition costs and financial aid packages to individual financial situations.
04

Preventing Resale in Education

Resale is not a concern for colleges and universities because education, once consumed, cannot be transferred or resold to another individual. Once a student enrolls in a program and begins attending classes, the education they receive is personal and non-transferable, thus eliminating the possibility of resale. Other examples of non-resellable services include personal consultations, surgery, or travel experiences.

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Key Concepts

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

Tuition Pricing Strategies
Colleges and universities don't merely set a standard tuition fee for all students. Instead, they employ various tuition pricing strategies designed to align with each student's individual circumstances and willingness to pay. This approach is a form of first-degree price discrimination. While the published tuition fee might seem like a one-size-fits-all price on their websites, in reality, each student might end up paying a different amount. This variation in tuition billing is achieved through:
  • Merit Scholarships: awarded based on academic, artistic, or athletic achievements.
  • Need-Based Aid: adjusts costs based on the financial circumstances of the family.
  • Program-Specific Fees: vary depending on the area of study, for instance, engineering or fine arts may have additional costs due to specialized equipment.
These strategies ensure that students are matched with a tuition rate that reflects their ability to pay, with the aim of making education more accessible.
Financial Aid in Colleges
Financial aid is a crucial tool that colleges use to implement tuition pricing strategies effectively. It allows institutions to align their costs with students’ financial capabilities, ensuring that higher education remains accessible to a diverse range of students. Funding mechanisms include:
  • Grants: financial gifts that do not require repayment, often need-based.
  • Loans: borrowed money that must be repaid with interest, typically after graduation.
  • Work-Study Programs: provide opportunities for students to earn money towards tuition through part-time work on or off-campus.
Financial aid packages are compiled based on data collected from prospective student applications, ensuring the aid awarded meets the students’ financial needs. These packages play a significant role in determining each student’s final net tuition cost.
Information Asymmetry in Education
Information asymmetry occurs when one party in a transaction has more or better information than the other. In higher education, colleges wield significant informational advantages over prospective students. They collect detailed data about applicants’ financial circumstances through applications like the FAFSA, CSS Profile, and other documentation. Colleges use this information to:
  • Tailor financial aid packages specifically to individual financial needs.
  • Assess a student’s full financial landscape, which influences decisions on scholarships and aid.
  • Ensure that pricing policies are equitable and reflective of each student's ability to pay.
While students submit this data voluntarily, the depth of information that colleges access can lead to a strong negotiating position for the institution, allowing precise price adjustments that maximize enrollment and revenue.
Non-Transferability of Educational Services
Education is inherently non-transferable, meaning that once a service is consumed, it cannot be transferred or resold to another person. This characteristic makes education unique, especially in the context of price discrimination. Once enrolled, students can utilize educational services like classes and advising, but these services cannot be passed on to others. Examples that highlight non-transferable nature include:
  • Personal mentoring: tailored guidance that is specific to an individual’s needs.
  • Participation in unique classes or workshops: opportunities allocated individually based on student enrollment.
  • Accredited certifications and diplomas once awarded to a student cannot be sold or transferred.
Just like other personal services such as healthcare or counseling, the distinct, individual-focused nature of education prevents resale. This ensures colleges maintain full control over their services, consolidating their position to implement pricing strategies effectively.

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Most popular questions from this chapter

For each situation below, identify an appropriate pricing strategy the firm could use to increase profits, if any: a. All Krispy Kreme customers have identical demands. b. Some movie buffs like action movies and love spy thrillers; others love action movies and like spy thrillers. Unfortunately, DVD movie seller Best Buy cannot tell who is who. c. AMCTheatres knows that working professionals have a less elastic demand for movie tickets than students and senior citizens. d. Some buyers of toner cartridges don't print very often, only printing documents that are very important. Other buyers print often and purchase many toner cartridges; those buyers are quite price-sensitive. e. McGraw-Hill, publisher of college textbooks, knows there is a very active secondary market in used textbooks.

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.

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?

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