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In the 1960 s, Yale University began offering students an alternative to taking out student loans. Instead, students could attend Yale in exchange for a specified percentage of their earnings over a significant length of time. Yale used historical data to determine the percentage so that the program would pay for itself - large payments from high earners would offset the smaller payments from low earners. a. If you were planning on becoming a Wall Street financier, would you be more likely to take out loans or enroll in the Yale program? Why? b. If you were planning on becoming a missionary, would you be more likely to take out loans or enroll in the Yale program? Why? c. The tuition program turned out to be a financial disaster for Yale. Do your answers to (a) and (b) shed light on why? Explain. d. What kind of information problem did the Yale program suffer from?

Short Answer

Expert verified
High earners, like financiers, should take loans; low earners, like missionaries, benefit from the program. Yale's program suffered from adverse selection, attracting low earners predominantly.

Step by step solution

01

Understand the Wall Street Financier Scenario

Wall Street financiers typically have high earning potential. If someone expects to earn a significant salary, enrolling in the Yale program means committing a substantial percentage of that high salary to pay back Yale over time. This could result in paying much more than the original tuition cost. Taking a traditional loan would probably be the cheaper option.
02

Evaluate the Missionary Scenario

Missionaries generally have low earning potential. For someone anticipating a modest income, the Yale program might be advantageous. A small percentage from a lower salary might never reach the equivalent of the tuition cost, potentially saving money compared to a traditional loan.
03

Analyze Why Yale's Program Was a Disaster

The program likely attracted more individuals with low earning potential (such as future missionaries) and repelled high earners. This imbalance meant fewer large payments and more small payments, failing to offset the cost of educating all students. Therefore, the program couldn’t generate adequate revenue.
04

Identify the Information Problem

The program suffered from an adverse selection problem. Yale couldn’t correctly predict individual earnings and thus set appropriate percentages. High earners opted out to avoid overpaying, whereas low earners, who would pay less relative to their education cost, enrolled.

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Key Concepts

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

Yale Tuition Program
In the 1960s, Yale University introduced a revolutionary way of financing education that differed from traditional student loans. Rather than borrowing a fixed amount and paying it back with interest, students could opt to pay a percentage of their future earnings over an extended period. This approach was designed to be self-sustaining. Yale predicted that the contributions from high earners would compensate for the smaller payments made by those with lower incomes.

However, this program did not perform as expected. It appears on the surface to offer balance, yet it faced significant challenges primarily due to high-income individuals opting to avoid paying large sums over time. The system aimed for fairness but ultimately struggled due to its inability to accurately assess the future earnings of its participants.

The concept was groundbreaking but complicated by the unpredictability of real-world income patterns.
Income-Based Repayment
Income-based repayment programs link the debt repayment amount to the borrower's income. With this system, payments are more manageable for those starting with lower earnings. Instead of having a fixed repayment plan, graduates pay a percentage of their income, allowing for flexibility as their earnings grow.

Such programs are particularly beneficial for graduates who choose careers in lower-paying fields, like education or non-profit work. They offer a safety net, ensuring that loan repayment doesn’t become a financial burden.

Advocates for income-based repayment argue that this model prevents financial stress while encouraging students to pursue careers aligned with their passions, rather than financial necessity. While beneficial to students, these plans can be challenging for institutions seeking stability in repayment flows.
Higher Education Financing
Higher education financing is a critical aspect for both students and institutions. It encompasses various methods by which students can support their education financially, including loans, grants, scholarships, and work-study opportunities.

Each method offers distinct advantages and challenges. For instance, scholarships and grants provide funding without repayment requirements, while loans need to be repaid with interest. Income-based programs, like Yale's original scheme, represent attempts to align loan repayment more closely with eventual earnings.

The broader challenge in higher education financing is creating equitable systems that provide access to quality education for everyone, regardless of background. Institutions must balance sustainability with accessibility, ensuring that the cost of education is not prohibitive for potential students.
Educational Outcomes
Educational outcomes measure the success and effectiveness of education programs. They include factors such as graduation rates, employment after graduation, and long-term earnings.

For individual students, desired outcomes align with personal goals, such as obtaining a degree, gaining employment, and improving earning potential. On an institutional level, success is often measured by the ability to attract and graduate students who go on to achieve significant professional success.

Programs like the Yale Tuition Program aimed to support educational outcomes by reducing financial barriers. While well-intentioned, such programs need to align incentives correctly to ensure both student success and institutional financial health. Balancing these outcomes requires carefully designed systems that account for a wide range of individual situations.

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Most popular questions from this chapter

Simon, a self-made millionaire, owns the world's most extensive collection of artisan garden gnomes. His collection is very attractive to thieves, so Simon takes costly measures to protect his investment. The marginal benefit of these measures is \(M B=5,000-5 A\) where \(A\) represents the quantity of theft prevention actions taken. The marginal cost of these actions is \(M C=1,000+3 A\) a. If Simon has no insurance, what is the optimal number of precautionary measures for him to take to protect his valuable gnome collection? b. Suppose Simon insures his collection and the insurance contract covers half of all losses so that the marginal benefit is now \(M B=2,500-2.5 A\) What happens to Simon's optimal level of precautions? Explain why this is the case. c. What would Simon's optimal level of precaution be if he insured his collection fully against losses?

In an isolated town, there are two distinct markets for cars. Buyers will pay up to \(\$ 12,000\) for a high-quality car or \(\$ 8,000\) for a low-quality car. There are 100 high-quality cars for sale, and the sellers have a minimum acceptable price of \(\$ 11,000 .\) There are also 100 low-quality cars for sale at a minimum acceptable price of \(\$ 5,000 .\) The supply of automobiles is perfectly inelastic above the reservation price. a. If there is perfect information, how many high-quality and how many low- quality cars will be sold? b. Suppose that the quality of a car is known to the seller, but not the buyer. What price will prevail in the marketplace if buyers correctly estimate the chance of acquiring a low-quality car at \(50 \%\) ? What happens to the number of highquality cars for sale at that price? c. After sellers make all adjustments, what will the equilibrium price of cars be? What proportion of those cars will be high-quality cars? d. What happens to your answers to (a), (b), and (c) if sellers of high- quality cars have a reservation price of \(\$ 9,500\) instead of \(\$ 11,000 ?\)

Toyota regularly takes its own cars in trade for new models. It then subjects them to a rigorous inspection process, fixing defects as it goes, and offers them for sale with an extended warranty. Explain how these procedures help Toyota deal with the adverse selection problem.

The federal government would like everyone to have access to health insurance. Currently, the government allows insurance companies to test an applicant's smoking status (they can test a blood sample for nicotine), but does not allow insurers to use the results of any genetic tests. Explain why these seemingly inconsistent provisions are both consistent with the government's goal.

Auto insurer Progressive Insurance recently implemented a new program. Policyholders who agree to voluntarily install a Snapshot telematics device in their car receive a small discount on their car insurance premium. The Snapshot device records distance, time of day, speed, and hard braking activity in much the same way as an airplane's black box, and reports that information to Progressive. Customers with good driving habits receive a substantial discount on their insurance; those with bad habits may see their premiums increase. a. Explain how the Snapshot device helps Progressive overcome adverse selection. b. Explain how the Snapshot device helps Progressive overcome moral hazard.

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