8. 0.6/4 points | Previcus Answers My Notes This is Section 6.1 A company that produces skis has the Cobb Douglas production function Q=/(x,y)-180x0.,0.3 , where Q is the number of pairs of skis prod...
8. 0.6/4 points | Previcus Answers My Notes This is Section 6.1 A company that produces skis has the Cobb Douglas production function Q=/(x,y)-180x0.,0.3 , where Q is the number of pairs of skis produced per month, x is the number of thousands of labor hours per month and y is the value of the equipment in units of thousands of dollars. The company currently has a labor force of 3,000 labor hours per month and $50,000 of capital skis produced per month. (Round to an integer.) (a) The current production level is (b) The current marginal productivity of labor is (Round to an integer.). This number means that, when the company has a labor force of hours and per month and has $worth of equipment, if the labor hours increase by 1,000 hours per month, and the value of equipment remains $ then the production Increasesby approximately pairs of skis produced per month (c) The current marginal productivity of capital is and per month and has $ thousand dollars, then the production increases by approximately (Round to an integer.). This number means that, when the company has a labor force of hours worth of equipment, if the labor hours remains at hours per month and the value of the equipment increases by one pairs of skis produced per month. Hint: Follow Example 5
8. 0.6/4 points | Previcus Answers My Notes This is Section 6.1 A company that produces skis has the Cobb Douglas production function Q=/(x,y)-180x0.,0.3 , where Q is the number of pairs of skis produced per month, x is the number of thousands of labor hours per month and y is the value of the equipment in units of thousands of dollars. The company currently has a labor force of 3,000 labor hours per month and $50,000 of capital skis produced per month. (Round to an integer.) (a) The current production level is (b) The current marginal productivity of labor is (Round to an integer.). This number means that, when the company has a labor force of hours and per month and has $worth of equipment, if the labor hours increase by 1,000 hours per month, and the value of equipment remains $ then the production Increasesby approximately pairs of skis produced per month (c) The current marginal productivity of capital is and per month and has $ thousand dollars, then the production increases by approximately (Round to an integer.). This number means that, when the company has a labor force of hours worth of equipment, if the labor hours remains at hours per month and the value of the equipment increases by one pairs of skis produced per month. Hint: Follow Example 5