Answered step by step
Verified Expert Solution
Link Copied!

Question

1 Approved Answer

Consider a driver who is considering whether to park illegally. By parking illegally, drivers save time and effort worth E. But, by doing so, they

image text in transcribed

Consider a driver who is considering whether to park illegally. By parking illegally, drivers save time and effort worth E. But, by doing so, they expose themselves to the possibility of receiving a parking ticket with a fine F, such that F>E. The probability of being fined is p. Assume the driver has exogenous wealth equal to W. a) What is the driver's expected utility associated with parking illegally? b) Suppose p,E, and F are such that p(W+EF)+(1p)(W+E)=W. Demonstrate graphically that a risk-averse individual would prefer not to park illegally in this case. c) Demonstrate that raising the probability of receiving a fine lowers the expected utility of illegal parking. d) Demonstrate that raising the fine lowers the expected utility of illegal parking. e) Show that a proportionate increase in the fine for illegal parking will have a greater deterrent effect on illegal parking than an equivalent proportionate increase in the probability of receiving a fine. [Hint: use the Taylor series approximation U(W+EF)U(W+E)FU(W+E).] Consider a driver who is considering whether to park illegally. By parking illegally, drivers save time and effort worth E. But, by doing so, they expose themselves to the possibility of receiving a parking ticket with a fine F, such that F>E. The probability of being fined is p. Assume the driver has exogenous wealth equal to W. a) What is the driver's expected utility associated with parking illegally? b) Suppose p,E, and F are such that p(W+EF)+(1p)(W+E)=W. Demonstrate graphically that a risk-averse individual would prefer not to park illegally in this case. c) Demonstrate that raising the probability of receiving a fine lowers the expected utility of illegal parking. d) Demonstrate that raising the fine lowers the expected utility of illegal parking. e) Show that a proportionate increase in the fine for illegal parking will have a greater deterrent effect on illegal parking than an equivalent proportionate increase in the probability of receiving a fine. [Hint: use the Taylor series approximation U(W+EF)U(W+E)FU(W+E).]

Step by Step Solution

There are 3 Steps involved in it

Step: 1

blur-text-image

Get Instant Access to Expert-Tailored Solutions

See step-by-step solutions with expert insights and AI powered tools for academic success

Step: 2

blur-text-image

Step: 3

blur-text-image

Ace Your Homework with AI

Get the answers you need in no time with our AI-driven, step-by-step assistance

Get Started

Recommended Textbook for

Excel Para Auditores Aplicando Excel A La Auditoria

Authors: Antonio P. Peralta C.

1st Edition

9945803697, 978-9945803693

More Books

Students also viewed these Accounting questions