Using "increase" or "decrease", complete this statement:" According to the output effect, a decrease in the wage rate will ______ production costs, so the price of final goods will ______. The quantity of final goods produced will ________, so the demand for labor will ___________."

Consider an economy with 2 workers. If the value of the marginal product of labor (VMPL) is $50 and the marginal product of labor (MPL) is 15, what is the market price (P)? Provide your answer below:

in an economy with production function Y = 1.5 × K^0.3L^0.7, K = 343, and L = 512. If factor markets are in equilibrium, then the rental price of capital is (approximately) ________, and the real wage is (approximately) ________. A) 0.5; 0.8 B) 7; 8 C) 0.9; 1.35 D) 1.4; 0.4 E) 0.6; 0.9

We can produce widgets with two inputs – labour and capital. The two inputs are perfect substitutes. Current technology methods allow one machine to do the work of three labourers. The widget factory wishes to produce one hundred units of output. The price of capital is $750 per machine per week. What combination of inputs will the firm use if the weekly salary of each worker is $300? What combination of inputs will the firm use if the weekly salary of each worker is $225? Draw isocost line to help structure your thinking

sitier the production model studied in Chapter 4. Final output in the economy is pro- duced using capital K and labor L. The production function is: Y = ĀK'/³L^/5 Assume that the supply of all inputs are exogenous and equal to L and K. Perfectly compet- itive firms are price-takers and choose how much capital and labor to demand by maximizing profits. Let w and r denote the wage and rental rate of one unit of labor and capital respec- tively. (a) What are the 5 endogenous variables in this model? Also list the exogenous variables and the parameters and provide a brief explanation of each. (b) Show the first order conditions for labor and capital. Explain the intuition for why these conditions are optimal for a firm. Are there diminishing returns to these inputs in this model? ( (c) Show that the solution for output per capita can be written as y = Ak/5. Observed GDP per capita is 3 in this economy. Capital per person is 32. If Ā = 1, what does this model predict for GDP per person?…

Full answer to question a and b