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Suppose an individual has a utility function u(x1, x2)= (x1)^(1/2) (x2)^(1/2). Present your mathematical expressions below in the simplest form you can.
a) Derive an expression for the marginal utility of good 1, and for the marginal utility of good 2.
b) Using these, solve for an expression describing the slope of an indifference curve: MRS(x1,x2).
c) Sketch indifference curves for this consumer corresponding to u=0,10,20.(Hint: (x1)^(1/2) (x2)^(1/2)=k solves for (x2)^(1/2)=k/( x1)^(1/2)........Solve this expression and approximate it on a graph for the three values of k.)
Bridget has limited income and consumes only wine and cheese; her current consumption choice is four bottles of wine and 10 pounds of cheese.
Impact of technology advance a monopolist has the following demand function: Solve for the price and quantity that the monopolist would choose to minimize its profit. And also calculate the resulting profit.
Mention the four assumptions for the Monopolistic competition model.
Explain in a nontechnical way why demand is elastic in the northwest segment of the demand curve and inelastic in the southeast segment.
What is the hypothesized elasticity of demand for one product/service that is produced by the company (or a product/company you are familiar with)?
Suppose that the car manufacturer allows the car dealer to return all unsold cars at the end of a recessionary year. What is the car dealer's profit in a growth year and in a recession? What is their expected profit?
Pawel spends half of the year working in Britain where he consumes British food q and half of the year in Poland where he consumes Polish food Q.
The requirement is:- term paper on International Business from economic view point. The topic is effect of corruption on Chinese and Indian economy and how India's IT sector.
Suppose you are running a photo copy center that makes illegal copies of the textbook. An illegal copy of the book sells for $10 and you only have one copy machine.
A firm has offices in London and New York. Fractional units of labor can be employed in each location (as part-timers can be hired) and the headquarters could be in either city.
Suppose a risk-averse consumer has an initial wealth of $5,000 and a utility function U(M) √M.. He faces an 80 percent chance of losing $4000, and a 20 percent chance of losing $0.
Suppose we have a competitive market for a good with domestic demand and supply given by:
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