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The demand curve and supply curve for one-year discount bonds with a face value of $1,000 are represented by the following equations:
Bd : Price = -0.06 Quantity + 1140
Bs : Price = Quantity + 700
Suppose that, as a result of monetary policy actions, the Federal Reserve sells 80 bonds that it holds.
A. How does the Federal Reserve policy affect the bond supply equation?
B. Calculate the effect on the equilibrium interest rate in this market, as a result of the Federal Reserve action.
Laura desired to make a multiple regression model based on advertising expenditures and coffee times price index. Based on her selection of all normal values she obtained the following:
Cars arrive at Carla's Muffler shop for repair work at an average of 3 per hour, following an exponential distribution. (a) What is the expected time between arrivals? (b) What is the variance of the time between arrivals?
Industry structure is often measured by computing the Four Firm Concentration Ratio. Assume you have an industry with 20 companies and the CR IS 30 percent.
Assume the demand function and the supply functions for 24-can beer case in Houston are: Demand: QD = 1,000 ? 50P Demand: QS = 40P + 100 (a) What are the market equilibrium price and quantity for beer case?
What is the probability that Z is smaller than 1.02? b.) What is the probability that Z is greater than 0.65? c.) What is the probability that Z is between -2 and -0.5? d.) What is the probability that the interval [Z-1, Z+1] contains the value 0?
The United States is currently recovering from its bad recession in over twenty-five years. Applying the resource provided in this and earlier modules of course describe what factors or activities you think helped cause this economic condition.
A linear trend equation for sales of form Qt = a + bt was estimated using yearly sales information for the period 2000 - 2007. The results of regression are given below:
A company's marketing dept. obtained information from 10 of the firm's outlets. The information consists of the qty. and price of the products sold at each outlet from the distribution center.
Recognize economic forecasts for real GDP, the unemployment rate, the inflation rate, a key interest rate, and the value of the dollar.
Suppose that some variable is growing at constant rate. a. Prove that the natural logarithm of that variable is a linea r function of time. b. Find the intercept and slope of the linear function in part a.
Explain the term demerit goods and give examples of this and what are externalities? What are positive and negative externalities?
Consider the indirect utility function: v(p1; p2; m) = m /(p1 + p2) a. Derive the Marshallian demand functions. b. What is the expenditure function? c. What is the direct utility function?
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