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Consider the sequential trading model discussed in Section 5.8 and suppose now that households can trade bonds at time t that deliver one unit of good t at time t' . Denote the price of such bonds by qt,t'.
(a) Rewrite the budget constraint of household h at time t, (5.23), including these bonds.
(b) Prove an equivalent of Theorem 5.8 in this environment with the extended set of bonds.
Suppose you are a painter, and the price of a gallon of paint increases from $3.00 a gallon to $3.50 a gallon. Your usage of paint drops from 35 gallons a month to 20 gallons a month. Perform the following:
How would you explain the relationships among quality, safety, and costs to the director and staff? How would you demonstrate the importance of nursing care in addressing this issue? What outcome variables would you recommend?
Suppose that a firm sells in a competitive market at a fixed price of $42.50 per unit. The firm's cost function is: C = 150 + 5Q. Determine the minimum quantity at which the can break even. Are there multiple break even points
how did this affect the natural rate of unemployment? (Related to Application 1 on page 336.)
Which economic model do you believe is the most beneficial to YOU at the present time? Explain why
If the costs are expected to increase by $250 each year for the next 4 years (i .e., through year 5), what is the equivalent annual worth of the costs (years 1 through 5) at an interest rate of 18% per year? Please use P=A(P/A, i, n) or whatever y..
What is the annual compounding interest charged? Using the compounding annual interest rate from above, what is the nominal, period interest rate and corresponding effective interest rate if compounding is hourly? Assume 30 days per month.
The following table shows part of the demand function for tickets to an outdoor summer concert by a popular singing group: Price (P)...Quantity (Q) 50........... 100 35.......... 180 20............300 10............500
A student is taking two courses, history & math. The probability the student will pass in the history course is .60 and math is .70. The probability of passing both is .50.
Consider a simultaneous move quantity-setting game with two firms facing a demand curve p = 100 - q. Both firms have marginal cost of 20. Suppose one firm maximizes profit and the other maximizes revenue, but both take into account the other firm'..
Do you think these phenomena are related? Could higher wages and better job opportunities lead to a more capital-intensive way of performing household chores? Explain.
The demand function for orange juice is q=247-8p and the supply function is q=19+4p, where q is the number of units sold per year and p is the price per unit expressed in dollars. The government decides to support the price of orange juice at a price..
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