Maximilian rules over a three-person society. The three people are Andre, Bojan, and
Soumendra. Andre has a utility level of 60, Bojan’s utility level is 80, and Soumendra’s
utility level is 10.
a. Suppose that Maximilian uses a Rawlsian social welfare function to gauge the
well-being of society. What is the value of the Rawlsian social welfare function for this
three-person society?
b. In this society, assuming resources and utility can be transferred among the people,
what is the highest value that the Rawlsian social welfare function can equal?
c. If Maximilian transferred 20 units of utility from Bojan to Soumendra, what would
happen to the Rawlsian social welfare function?
Which scenario represents time inconsistency?
A) A person prefers $80 today over $100 one year from now, but prefers $100 in six
years over $80 in five years.
B) You prefer to receive $2 on January 1, 2013, over receiving $1 the next day, and you
prefer $2 on January 1, 2014, over receiving $1 the next day.
C) A person prefers $100 in one year over $80 today, but prefers $100 in six years over
$80 in five years.
D) You value $1 more today than $1 tomorrow.