Multiple choice question on the income of domestic goods and imports.
If an economy saves 13 percent of any increase in income on domestic goods and imports 7 percent, then (all else equal) an increase in exports by $2 billion will cause the equilibrium income to rise by: a) $10 billions b) 1000 billions c) $2 billions d) $2.13 billions e) $25 billion
Product 7.2 Production function Concepts. Indicate whether each of the following statements is true or false. Explain your answers. A. Decreasing returns to scale and increasing average costs are indicated when Q<1. B. If the marginal product of capital falls as capital usage grows, the returns to capital are decreasin ...continues
Problem 7.6 Optimal Input Mix. The First National Bank received 3,000 inquiries following the latest advertisement describing its 30-month IRA accounts in the Boston World, a local newspaper. The most recent ad in a similar advertising campaign in Massachusetts Business, a regional business magazine, generated 1,000 inquiries. E ...continues
Problem 8.8 Multiplant Operation. Appalachia Beverage Company, Inc. is considering alternative proposals for expansion into the Midwest. Alternative # 1: Construct a single plant in Indianapolis, Indiana, with a monthly production capacity of 300,000 cases, a monthly fixed cost of $262,500, and a variable cost of $3.25 per c ...continues
Questions on cost and production functions
Solve the following Problem: C = 10 + 0.8(Yd), Yd = Y - T, T = 10, I = 20, and G = 30 Where C is the consumption, Yd is the disposable income, T is the tax, I is the investment and G is government spending. 1- Find mathematically and illustrate graphically the Aggregate Demand (AD) function. ...continues
The following equations describe an economy:
C = C + cYD, 0
Problem 7.1 Marginal Rate of Technical Substitution. The following production table provides estimates of the maximum amounts of output possible with different combinations of two input factors, X and Y. (Assume that these are just illustrative points on a spectrum of continuous input combinations.) A. Do the two inputs exhibit ...continues
The model with nominal rigidities is: yd = m - p + v, ys = b(p - E[p]) +b(u - a E[u]), w = E[p] + a E[u], a = aàƒ/d+àƒ. And The model without nominal rigidities is: yd = m - p + v, ys = b(1-a)u, w = p + au, a = aàƒ/d+àƒ. Find P* and Y* for model with nominal rigidities?
Economic concepts