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1. Consider two projects. The first project pays benefits of $90 today and nothing else. The second project pays nothing today, nothing one year from now, but $100 two years from now. Which project would be preferred if the discount rate were 0%? What if the rate increased to 10%? 2. Suppose that the original before-tax demand curve is P = 98-2Qd and that supply is P = 2+2Qs. Now suppose a $3 unit tax is imposed on consumers.a. Use supply and demand diagrams to show the effect of a $3-unit tax imposed on the demand side. b. What is the before-tax equilibrium price and quantity?c. What is the after-tax equilibrium quantity?d. Calculate the economic incidence incurred by producers and the economic incidence incurred by consumers.e. How much tax revenue is raised?
A) Suppose Jean Splicer, an investor, buys $300,000 of shares of stock in a diversified bundle of Bio-tech firms and exactly one year later sells those shares for $315,000. Assume
What is fixed cost and variable cost? By the Production Function to Cost Curves: A fixed cost is a cost which does not depend onto the quantity of output generated. This i
TRADE LIBERALISATION UNDER WTO: In the Uruguay Round negotiations, India agreed to reduce tariff on a large number of commodities and remove quantitative restrictions (QRs
Government and Price-Determination can be understood as follows: The government might intervene in the market and mandate the maximum price (price ceiling) or the minimum price
With the aim of this project to observe the impact of oil price shocks on macroeconomic indicators, testing for causality between these variables will establish whether or not, oil
Firms such a Moody's and Standard & Poor's study corporations that issue bonds. They publish "ratings" for the bonds- evaluation of the likelihood of default. Suppose these rating
Determine the present worth of a geometric gradient series with a cash flow of $50,000 in year 1 and increases of 6% each year through year 8. The interest rate is 10% per year.
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Jen spends all her income on shortbread cookies (S) and cupcakes (C). Her utility function is given by: U(S,C) = S +2C. Suppose that Jen has an income of $10 and that a cupcake cos
(a) Use this information to set up a diagram showing the firm''s total revenue and total cost schedules. In this diagram, show the points at which the firm is maximizing profits.
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