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A tannery firm established five decades before in a rural village has polluted a river used by 

local people for watering, fishing, cleaning and drinking. An organization working to protect 

human right verified the illegal action of the firm so that a local government can measurethe loss to farmers and take legal action accordingly. The punishment imposed by the local 

government is either to relocate the firm or pay compensation to victims to internalize the 

damage made so far and abate future pollution emissions to the socially optimal level of

pollution. The relocation costs the firm 100 million birr while the compensation and 

abatement costs it 75 million birr. The tannery firm goes for abatement and compensation.

Should the local government implement the policy change? Why? Does the policy change 

have Pareto improvement? Explain?


An exchange economy, comprising consumer 1 and 2 each with Cobb Douglas (CD) utility 

function 

 

( ) 

 

 

 

 

 and the initial endowments of fish and wheat available for each person to trade in a given 

period are: 

 ( ) ( )

 ( ) ( )

 

a) Find the competitive equilibrium demands of person 1 and 2 for each good?


8) An exchange economy comprising consumer 1 with Symmetric Cobb Douglas (CD) utility 

function and 2 with Leontief utility function

 

( ) and 

( ) * + 

 and initial endowments available for each person to trade are: 

 ( ) ( )

 ( ) ( )

 Price of good 1, 

a. Find the competitive equilibrium demands of person 1 and 2 for each good? 

b. Find market clearing prices?


6) Consider technology adoption decisions of two firms. Firm A has two possible types, either 

high or low costs, with associated probabilities 2/3 and 1/3. Firm A observes its own type, 

but firm B cannot observe it. Graphically, firm A knows which payoff matrix firms are 

playing, while firm B can only assign a probability 2/3 or1/3 to playing the left-hand (right-

hand) matrix.



Consider a lottery with two equally likely outcomes, $ 25 and $ 144, with associated utility 

function of individuals A, 

( ) √ and individual B, 

( ) 

a) Determine expected utility and utility of expected value of the lottery for each 

individual? 

b) Define and compare certainty equivalent of individual A and B?

c) Compare risk premium of individuals A and B?



Clayra allocates P 500.00 of her weekly food budget between two goods: X and Y. Suppose Good X costs P50.00 per piece and Good Y, P100.00 per piece. Construct Clayra’s budget constraint table. And Draw her budget line.


1. The Bok Chicken Factory is trying to figure out how to minimize the cost of producing 1200 units of chicken parts. The production function is q = 100L0.5 K0.5. The wage rate is birr 9 per hour and the rental rate on capital is birr 4 per machine hour.




A. Find the minimum cost of producing 1200 units.




B. Find the maximum output that can be produced for a total cost of birr 720.





following are the demand and supply equations for a consumer good: (20)



Qd = 300,000/P (Qd = quantity demanded)



Qs = 30P (Qs = quantity supplied)



(P = Price)




Find the market clearing price and the quantity at the equilibrium. Also sketch the demand and supply curves.

The inverse supply for coal is P^s=2+Qs. The inverse demand function for coal is P^d=20-2Q^d. By how much does the consumer surplus increases when a $3 subsidy to consumption is introduced? (Assume that no tax was in place before the subsidy is introduced.)


Clayra allocates P 500.00 of her weekly food budget between two goods: X and Y. Suppose Good X costs P50.00 per piece and Good Y, P100.00 per piece. Construct Clayra’s budget constraint table. And Draw her budget line.