The production function for a product is given by Q = 100KL. If the price of capital is $120 per day and the price of labor is $30 per day, what is the minimum cost of producing 1000 units of output? The MPK = 100L and MPL = 100K.
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The production function for a product is given by Q = 100KL. If the price of capital is $120 per day and the price of labor is $30 per day, what is the minimum cost of producing 1000 units of output? The MPK = 100L and MPL = 100K.
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- Suppose a firm with a production function given by Q = 30K0.5L0.5 produces 4,000 units of output. The firm pays a wage of $50 per unit and pays a rental rate of capital of $30 per unit. MPL = 15K0.5/L0.5 and MPK = 15L0.5/K0.5. How many units of labor and capital should the firm employ to minimize the cost of producing 4,000 units of output, and what would be the total cost?The cost equation of YTS Inc. is y = 35x + 400,000. y is the profit, 35 is the contribution margin per unit, x is the number of units sold, and 400,000 is the total fixed cost. What is the total units to be sold to arrive a profit of 146,000?Suppose the marginal cost and marginal revenue (in ¢000) for a product produced by a company is estimated to be MC=q+35 MR=560+22q-q^2 Where q is the quantity produced and the firm’s break-even is 5 units per week You are Required to I. determine the total cost and the total revenue function in terms of q. II. estimate the output at which profit is maximize III. calculate the maximum profit
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