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Suppose the production function for widgets is given by Y = KL - 0.8K2 - 0.2L2 where Y represents the annual quantity of widgets produced, K represents annual capital input, and L represents annual labour input.
i)Supposing K = 10, graph the total and average product of labour curves. At what level of labour input does this average product reach a maximum? How many widgets are produced at that point?
ii)Again assuming that K = 10 graph the marginal product of labour (MPL)curve. At what level of labour input does MPL = 0?
iii)Suppose that the capital inputs were increased to K = 20. How would your answers to parts a and b change?
Preferred Stock
A class of ownership in a corporation with a higher claim on assets and earnings than common stock, usually with fixed dividends.
Net Income
The total profit or loss of a business after all expenses, including taxes and operating costs, have been deducted from total revenue.
Common Stock
A type of equity security that represents ownership in a corporation, giving the shareholder voting rights and a share in the company’s profits through dividends.
Dividends
Payments made by a corporation to its shareholder members, typically derived from the company's profits.
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