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Suppose that the economy responds to the real interest rate according to the following equation: Y, = Y* - Y* (1.5) (rl-1- 0.02). The phillips curve is: pi - pi c + 0.5 + v. Potential GDP is $2.25 billion; expectations are adaptive; the 2018 inflation rate was 4%. A price shock sufficient to raise inflation by two percentage points hits the economy in 2019. In an effort to bring inflation down they had set interest rates at 5% in 2018. How should the federal reserve react if they desire to bring inflation down to 3%. When will they achieve that goal? (Hint: maintain plenty of decimal places.)
Calculate the predicted percentage change in tickets sold. Would you expect ticket revenue to rise or fall.
Keeping all else constant, their answer would likely differ. How do you guess the interviewed will answer? Does the difference in response matters? I
Name at least one reason why an insurance company might set a deductible. Explain when can forcing everybody to buy full insurance at market rates help everybody?
What is the outcome of the case and whether you agree with the final decision and why?
Illustrate diagrammatically the set of allocations that are Pareto preferred to the initial allocation.
When and where did modern economic growth first happen. What are the major institutional factors that form the foundation for modern economic growth. What do they have in common.
What percentage of the total variation in the number of calls is explained by the regression model.
Elucidate how an increased federal budget deficit resulting from a recession can actually help stabilize an economy.
A multi concept restaurant incorporates two or more restaurants, typically chains, under one roof. What do these numbers imply for decision of when to open a shared facility versus two separate facilities.
Assume an annual interest rate of %7. Which of the two units would you recommend ? What initial cost of machine A woul make the two machines identical in overal cost?
Elucidate which of the subsequent statements is correct regarding the equilibrium cost also quantity of X.
The equipment will have a maximum useful life of 5 years. If the company's MARR is 4% per year, when is the best time to abandon the equipment?
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