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- You run a coffee shop that is open all day. You are considering staying open in the evening. The total benefit (i.e., revenue) from keeping your coffee shop open for each additional hour at night is shown in the table. Fill out the marginal benefit (the difference from one row to the next). (Enter your answers as a whole number. Include a negalive sign (-) if the answer is negalive but do not include a plus sign (+) if the answer is positive.) Hours per Night Total Benefit $0 Marginal Benefit 80 120 150 4 170 5 180 6 170COURSE: MICROECONOMICS - Cournot Model:In the market for a given good there are only 2 firms satisfying the demand, and their respective total cost functions respond to the form: CTi = 10Qi + 5 and the demand is estimated to be: P = 31 - QIf the decision variable for both firms is that the quantity they will produce and realize will be decided simultaneously it is asked to:(a) calculate the profit and reaction function of each firmb) graph market equilibriumc) calculate the profits that both companies will obtain in equilibriumA company markets two products. The quantities of these two products are x and y. Both products are priced at $60 and the productive capacity for both products together is 30. The total cost of the firm is C (x, y) = x² + xy + y². Find the production levels of x and y which maximize profit. What is the maximum profit? Prove that profit is maximized.
- CAN YOU ANSWER QUESTIONS 1 & 2 FOR ME? Suppose that you are the manager of a company that vaccinates human beings for biological diseases. Your company uses two inputs to produce vaccinations: physicians and laboratories. However, this is a short-run analysis where physicians are variable but laboratories are fixed. Suppose that each physician costs $500 per day (for an annual salary of about $175,000) and the daily cost for the laboratory is $1,500 (for rental cost of about $547,500 per year). In the short run, your company has 1 laboratory. The following table presents potential daily production levels with requisite input combinations. Physicians Laboratories Vaccinations (Q) TC TFC TVC MC ATC AFC AVC 0 1 0 1500 1500 0 - - - - 3 1 1 3000 1500 1500 1500 3000 1500 1500 5 1 2 4000 1500 2500 1000 2000 750 1250 6 1 3 4500 1500 3000 500 1500 500 1000…A software firm has only two inputs to production: domestic programmers based in the firm's U.K. office and international programmers working from home in low-cost countries. The two types of programmers are perfect substitutes but domestic programmers are more productive due to better communication in the office. The production function is: S=2D + I Where S is the amount of software written, D is the number of domestic programmers and I is the number of international programmers. Programmers can work part-time, so hiring 0.3 of a programmer would be possible. (a) The firm must produce 10 pieces of software this year. Show the firm's isoquant in a suitably labelled graph. Put "domestic programmers" on the vertical axis and "international programmers" on the horizontal axis. Label each axis from 0 to 10. (b) A domestic programmer can be hired for £100,000 per year. An international programmer can be hired for £60,000 per year. On the same graph, show the different combinations of…What does it mean when the initial allocation is interim Pareto Efficient
- Given the input-output matrix below, find the output matrix if final demand changes to 600 for water, 130 for electric power, and 700 for agriculture. The output matrix is x = (Round to two decimal places as needed.) Given the input-output matrix below, find the output matrix if final demand changes to 600 for water, 130 for electric power, and 700 for agriculture. Industry Electric Water Power Agriculture Final Demand Water 160 300 200 Industry: Electric Power 80 120 300 Agriculture 240 60 200 Other 320 120 300 22201 400 The output matrix is X= (Round to two decimal places as needed.)To be efficient, outputs should be produced that minimize total cost. True or falsea) Derive the goods market demand curve in terms of the output (Y) and the exogenousvariables:c0,c1,b0,b1,g0,g1andT. Show your work for full credit. b)Draw the Goods Market Equilibrium. Be sure to label all curves, label the equilibrium point, and label the slope of each curve. c)Solve for the equilibrium output (Y) in terms of the exogenous variables:c0,c1,b0,b1,g0,g1andT. Show your work for full credit. d)Supposeg1increases, but stillc1+b1+g1<1. Using a graph of the goods market, show how we would represent an increase in the value ofg1on equilibrium output y. Be sure to label all axes, curves, and equilibrium points. e)Suppose instead,c1+b1+g1= 0. Is the equilibrium in the goods market still possible? If so, what is the equilibrium output? You must explain your answer to receive full credit.
- The supply function for a product is 2p - 4 - 10 = 0. while the demand function for the same product is (p + 10)(4 + 30) = 7200. Find the market equilibrium point.Hand written solutions are strictly prohibited.A pizza shop sells two types of pizzas: Chicago-style and New York-style. The owner makes $8.00 Profit on each Chicago- style pizza pie & $5.50 Profit on each New York-style pizza pie. The owner would love to sell an unlimited amount of pizza but unfortunately they are limited by two production constraints: Prep Time and Cook Time. Each Chicago-style pizza requires 4 minutes of Prep Time, each New York-style pizza requires 3 minutes of Prep time, and there is only 600 minutes of Prep Time available. Each Chicago-style pizza requires 5 minutes of Cook Time, each New York-style pizza requires 2.5 minutes of Cook Time, and there is only 550 minutes of Cook Time available. Based on the profit contributions & constraints given in the information above, what is the pizza shop's expected profit if it produces at the optimal amount? $800 $1120 $1560 $1100 O $1320