User Account

All Pages

insurance, Microeconomics

Assignment Help:
#question.Question: Answer all parts (a, b, c, d, e & f).

Consider the following insurance market. There are two states of the world, B and G, and two types of consumers, H and L, who have probabilities pH =0.5 and pL =0.25 (high and low risk) respectively of being in state B. They have common endowment e=(eG,eB) = (£900, £100). The individuals have expected utility preferences over state-contingent consumptions c=(cG,cB), with common utility function u(ci)=ln(ci), where i=B,G. Insurance firms are risk-neutral profit maximisers and offer contracts in exchange for the individuals’ endowments.

Suppose the market is competitive.

a) Outline the definition of a competitive equilibrium of this market and explain why every contract, offered by every firm, must earn zero profit in equilibrium. [7 marks]

b) Suppose the information concerning individuals’ types is symmetric, but void. It is commonly known, however, that the proportion of low risk consumers is 0.4. Derive the equilibrium set of contracts. [5 marks]

c) Find the equilibrium set of contracts when information is symmetric and perfect. [5 marks]

Now suppose that information is asymmetric; individuals know their own type but insurance firms cannot distinguish between types. (Note: there does exist an equilibrium set of contracts for this market. You may make use of this fact without proving it).

d) Explain why it must be that, if {cH,cL} is the equilibrium set of contracts, then
cH ? cL. [4 marks]

e) Explain and derive the equilibrium contract offered to high risk individuals. [3 marks]

f) Explain and derive the equilibrium contract offered to low risk individuals. [9 marks]

Related Discussions:- insurance

Explain term Markets , A market is nothing more or less than the locus of e...

A market is nothing more or less than the locus of exchange, it is not of necessity a place, but easily buyers and sellers coming together for transactions.   Transactions happen

Derivation of compensated demand curve, Derivation of compensated demand cu...

Derivation of compensated demand curve:  Hicksian compensated demand function for x 1 is given by x 1 =x 1 (p 1 , p 2 , U), where Hicksian compensated demand curve for a good

Growth, During a given interval a nation''s overall productivity grows at a...

During a given interval a nation''s overall productivity grows at a compounded rate of 2%. Its population growth rate and degree of labor-force participation do not change over thi

Homework help question! , You have just been hired by your city’s departmen...

You have just been hired by your city’s department of health. Your first task is to use cost-benefit analysis to evaluate a smocking awareness program that the department has been

Hicksian demand function, having utility function U(x,y)= x1/2=y1/2, determ...

having utility function U(x,y)= x1/2=y1/2, determine the hicksian demand function, expenditure function and indirect utility function.

Inorganic chemistry, info about Inorganic chemistry

info about Inorganic chemistry

Calculate the profit maximizing price, Suppose you have 10 individuals with...

Suppose you have 10 individuals with values {$1, $2, $3, $4, $5, $6, $7, $8, $9, $10}.  Your marginal cost of production is $2.50.  What is the profit-maximizing price?  Using this

Microeconomics, determinants of demand and determinants of supply

determinants of demand and determinants of supply

Market income and socialism, Q. Market Income and Socialism? Market Inc...

Q. Market Income and Socialism? Market Income: A household's total pre-tax income obtained from its activities in formal economy, including salaries andwages, investment income

International Buffer Stock Agreements, #question about International Buffer...

#question about International Buffer Stock Agreements, define International Buffer Stock Agreements with briefly. International Buffer Stock Agreements seek to stablise the commod

Write Your Message!

Captcha
Order Assignment

Featured Services

Order Now

Popular Subjects

Free Assignment Quote

Assured A++ Grade

Get guaranteed satisfaction & time on delivery in every assignment order you paid with us! We ensure premium quality solution document along with free turntin report!

Submit Assignment

Academics

Major Subjects

Majors

Get In Touch

whatsapp: +91-977-207-8620

Phone: +91-977-207-8620

Email: [email protected]

TERMS & POLICIES

HELP & SUPPORT

All rights reserved! Copyrights ©2019-2020 ExpertsMind IT Educational Pvt Ltd