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After graduating from PenU and working full time for three years, James decided to pursue further study for a postgraduate degree. He has received offers from three postgraduate programs with details as follows:

(1) Part-time program A: The tuition fee is $0.3 million and James will receive a benefit of $0.9 million from the program. He can keep his job and work full time when studying for this program.

(2) Full-time program B: The tuition fee is $0.4 million and James will receive a benefit of $1.5 million from the program. However, he has to forgo the income of $0.6 million when studying for this program. In addition, the program gives James a scholarship that equals 50% of the tuition fee.

(3) Full-time program C: The tuition fee is $0.3 million and James will receive a benefit of $1.5 million from the program. However, he has to forgo the income of $0.6 million when studying for this program. In addition, the program gives James a scholarship that equals 40% of the tuition fee.

For simplicity, assume there are no additional benefits and costs other than those mentioned above.

a) Calculate the economic surplus received from each programme. Which is the first-best programme for James based on your calculation?

b) What is the minimum scholarship (in dollar term) offered by program A such that James finds it indifferent between program A and his first-best program that you answer in part (a) above? Please show your calculation.

c) After James has paid a non-refundable deposit of $0.1 million to the first-best program that you answered in part (a) above, he receives the notification from program A that the program will give him a scholarship of $0.2 million. Explain whether James should shift to study for program A.

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Kristelle Balando
Kristelle BalandoLv10
29 Sep 2019
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