For our convenience let’s assume country A has a product Plastic and Country B has product Minerals.
Country B which is producing a labor and capital intensive product doesn’t have sufficient infrastructure to support the production then it won’t be able to cater to the demands of country A which has a relatively better infrastructure.
So, FDI into country B by country A will provide a capital to develop the industry infrastructure which will help the production to get completed in a timely and cost effective manner in a long run. FDI will also open grounds for competition within the industry which will lead to effective and optimal utilization of resources effectively bringing down cost of production and reducing a monopoly or oligopoly market development.
If a company which is efficiently growing its returns on capital employed will look to further specialize itself by hiring specialists to further capitalize the opportunities which will effectively increase the incentives of labors employed.
So, in short run FDI will bring healthy competition as wage increase in country B. However, in long term the true benefits of FDI those are mature industry, diverse market, stable and improving wages will be witnessed.
Assume two nations, two products, and two factors of production labor and capital . compare the...
Assume that the two factors of production in Gambinia are labor and capital. Gambinia produces two types of goods: food and clothing. Assume that clothing production is relatively capital intensive. If Gambinia has many workers but very little capital, then, following the HO model, we know that Gambinia has a comparative advantage in food. clothing. neither clothing nor food. both clothing and food Not enough information is given to answer the question.
4. A firm produces computers with two factors of production: labor L and capital K. It's pro- duction function is y 10 . Suppose the factor prices are wL = 10 and wk = 100. (a) Graph the isoquants for y equal to 1,2, and 3. Does this technology show increasing, constant, or decreasing returns to scale? Why? (b) Derive the conditional factor demands. (c) Derive the long-run cost function C(y). (d) If the firm wants to produce one computer,...
A firm uses capital and labor in its production process. Capital is fixed in the short run while labor is variable. Assume that the firm has acquired the optimal quantity of capital for the production of 100 units of output. Using typically shaped isoquants and isocost lines, demonstrate that the cost to the firm of increasing output to 200 units will be greater in the short run than in the long run. Identify the short-run expansion path and the long-run...
Consider a production process that uses two factors, capital and labor, which are perfect compliments… one machine and four workers are needed to produce each unit. The firm wishes to produce 100 units of output per week. The cost of capital, r , is $100 per machine per week and the wages, w of workers is $300 per week. One day the machines rise up against their human overlords and refuse to work at less than $900 per week. Solve...
The production of Florida strawberries uses two inputs: labor (L) and capital (K). The following production function describes how these inputs are combined to produce bushels of oranges. f(L,K) = 5(1/2 + 3K1/2 1) Determine what kind of returns to scale this production function exhibits (HINT: labor is the "x" variable - the one that goes on the horizontal axis). 2) What is the formula for that kind of returns to scale? (HINT: use f(L,K)) 3) What is the general...
2.(15 points) A firm uses capital and labor in its production process. Capital is fixed in the short run while labor is variable. Assume that the firm has acquired the optimal quantity of capital for the production of 100 units of output. Using typically shaped isoquants and isocost lines, demonstrate that the cost to the firm of increasing output to 200 units will be greater in the short run than in the long run. Identify the short-run expansion path and...
4. A firm produces computers with two factors of production: labor L and capital K. It's pro- duction function is . Suppose the factor prices are wl = 10 and wK = 100. (a) Graph the isoquants for y equal to 1.2, and 3. Does this technology show increasing, constant, or decreasing returns to scale? Why? (b) Derive the conditional factor demands. (c) Derive the long-run cost function C(y). (d) If the firm wants to produce one computer, how many...
8.13. A firm produces a product with labor and capital. Its production function is described by Q = L + K. The marginal products associated with this production function are MPL = 1 and MPK = 1. Let w= 1 and r = 1 be the prices of labor and capital, respectively. a) Find the equation for the firm's long-run total cost curve as a function of quantity Q when the prices labor and capital are w = 1 and...
A firm produces a product with labor and capital as inputs. The production function is described by Q = LK. The marginal products associated with this production function are MPL= K and MPK= L. Let w = 1 and r = 1 be the prices of labor and capital, respectively. a) Find the equation for the firm’s long-run total cost curve as a function of quantity Q. b) Solve the firm’s short-run cost-minimization problem when capital is fixed at a...
Output price rises for an industry that uses both labor and capital in producing a good. Labor can adjust in the short run (and long run), while capital can adjust only in the long run. Show the short-run and long-run output supply functions for this industry