Consider the total cost and total revenue given in the following table: Quant Total Total Prof Marginal Revenue Marginal Cost ity Cost Revenue it 8. 1 8. 10 16 11 24 13 32 19 40 6 27 48 7 37 56 1. Calculate profit for each quantity (write your answers in the column provided above). How much should the firm produce to maximize profit? 2. Calculate the marginal revenue and marginal cost for each quantity (write your answers in the columns provided above). Illustrate in a graph the marginal revenue and marginal cost below. Identify the profit maximizing quantity.

Consider the total cost and total revenue given in the following table: Quant Total Total Prof Marginal Revenue Marginal Cost ity Cost Revenue it 8. 1 8. 10 16 11 24 13 32 19 40 6 27 48 7 37 56 1. Calculate profit for each quantity (write your answers in the column provided above). How much should the firm produce to maximize profit? 2. Calculate the marginal revenue and marginal cost for each quantity (write your answers in the columns provided above). Illustrate in a graph the marginal revenue and marginal cost below. Identify the profit maximizing quantity.

ENGR.ECONOMIC ANALYSIS

14th Edition

ISBN:9780190931919

Author:NEWNAN

Publisher:NEWNAN

Chapter1: Making Economics Decisions

Section: Chapter Questions

Problem 1QTC

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Wilbur's is the only septic service in a remote village. The firm's total fixed cost is $150 a day and marginal cost is zero. The table gives the demand schedule for service calls. Price (dollars per service call) 500 400 300 200 100 0 Draw the firm's demand curve. Label it D. Draw the firm's marginal revenue curve. Label it MR. Quantity (service calls per day) 0 2 4 6 8 10 Draw the firm's marginal cost curve. Label it MC. Draw a point at the profit-maximizing price and output. Wilbur's economic profit is $ a day. >>> If the firm incurs an economic loss, indicate the loss with a minus sign. If the firm earns an economic profit, do not include a plus sign. 600 500- 400- 300- 200- 100- 04 Price and cost (dollars per service call) 4 10 Quantity (service calls per day) >>> Draw only the objects specified in the question 0 12
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Consider the business whose Total Cost and Total Revenue for various quantities of a particular product are shown in the table below. Quantity Total Cost Total Revenue 0 100 0 1 250 500 2 350 950 3 500 1350 4 725 1700 5 1000 2000 6 1400 2250 Use the Profit-Maximizing Rule to explain the quantity that this business should produce to maximize its profits. Answer must both state the number to produce and an explanation of how you used the profit-maximizing rule to arrive at that number.
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