If product price were $35 per unit, the firm will:

p=D(x)=71.5−0.02xp=D(x)=71.5−0.02x dollars. The total cost for these coffee makers is given by C(x)=0.05x2+5.5x+6200C(x)=0.05x2+5.5x+6200 dollars. Determine the marginal profit for 118 coffee makers.

from Profit = 144X – 3X² – XY – 2Y² + 120Y – 35  to get the Marginal profit of X = d(Profit)/dX  X = 144 - 6X - Y show the complete solution

PakPerfect Inc. estimates equation of its total costs of production as TC = 500 + 10Q + 5Q2 and market demand for its product as Qd = 105 – (1/2) P, where Q is quantity in units and P is price in Pak$. Write the equations of the firm’s costs, as a function of Q: Average Total Cost ATC Average Variable Cost AVC Average Fixed Cost AFC Given above costs can you determine what will be the firm’s production in Stage 1? What is the breakeven price and breakeven quantity for this firm? What is the shutdown price and quantity for this firm? Draw the firm’s costs in a graph as per your determination in (a). Label the breakeven and shutdown price and quantity using information in (b) and (c) above. Given the market price of Pak$ 50 how many units should the firm produce? how many firms are competing in this market in short-run? How many firms will be in the industry in the long-run? How do you interpret the profit or loss condition of PakPerfect? Use a two-panel graph of the Market and…

(b) Formidable Manufacturing Company has the following cost functions in the short run, where production level, Q is measured in '000s of units: TC = 0.5Q³ – 2Q² + 5Q FC = 7 (i) Calculate the optimum output level for this company in the short run (ii) Calculate the marginal cost for this company at a production level of 2,500 units. (iii) The industry for in which Formidable Manufacturing Company operates classifies its members by the following output: Size Micro Small Medium Large Output (Q): 0-1000 1000-3000 3000-6000 >6000 In the long run, the AVC for this industry is given by: AVC = 0.4Q² – 3Q + 15. Determine the optimum plant size for this industry.

(a) The marginal cost of two firms are given by the following | cost Firm 1: C'(Q) = 300e® 1Q+2 TC= 3000 when Q = 0 Firm 2: C'(Q) = 41 +30Q -5Q² TC =400 when Q = 0 (ii, (iii) avee (iv) Find the total cost for producing up to 100 units

The Lead Zeppelin Company produces powered and steerable lighter-than-air craft. The company’s airships are specially lined and are therefore safer than normal dirigibles. The table below shows the weekly production of dirigibles, along with the associated Average Cost and Total Revenue figures (the Average Cost and Total Revenue figures are actually in thousands of dollars, so the $15 represents $15,000, but we have left off the zeros to save space).   Quantity Average Cost Total Cost Total Revenue 0  -- 0 $0 1 $15 15 $10 2 $9 18 $20 3 $8 24 $30 4 $8.50 34 $40 5 $9 45 $50 6 $10 60 $60 7 $12 84 $70   The Lead Zeppelin Company has decided that it will produce at least 1 dirigible. Now the question becomes, how many more dirigibles should it produce to make as much profit as possible?   Use the profit-maximizing rule to explain how many dirigibles the Lead Zeppelin Company should produce to…

The Jones are small farmers in the wheat industry – they are price takers.  Their cost function is:  TC = 600,000 + 3,000Q + Q2 and MC = 3,000 + 2Q.  The market price is $5,000 per ton. Assuming the Jones are maximizing profits (or minimizing loses), how much profit are they making? You must show your work.

A small tie shop finds that at a sales level of x ties per day its marginal profit is MP(x) dollars per tie, where MP(x)=1.40 +0.02x -0.0006x². Also, the shop will lose $75 per day at a sales level of x = 0. Find the profit from operating the shop at a sales level of x ties per day. P(x)=