What is the likelihood that firms would enter the market in the short-run? Use COVID-19 as a market condition to elaborate the likelihood and further elaborate an exit strategy if one exists.
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What is the likelihood that firms would enter the market in the short-run? Use COVID-19 as a market condition to elaborate the likelihood and further elaborate an exit strategy if one exists.
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- DBM Industries produces exclusively an SP Juice in the market under the name DBM Sparkle . The firm’s manager must determine how many bottles to produce before he knows what the market price will be. Assume a competitive market situation. Forecast from the Department of Economics (DOE) revealed that, there is 30 percent chance that the market price will be P80 per liter and a 70 percent chance that it will be P40 per liter when the juice hits the market. If DBM’s cost function is C = 200 + .0005Q2, how much juice should DBM produce to maximize expected profit ? How much is the expected price?Can you answer me as soon as possible , urgentttttt!!!!!!!!!!! Bodyguard Ltd. was established in Hong Kong in 2020. It produces surgical masks sold to retailers, like personal cares stores, in Hong Kong. With its unique Chinese pattern printed on the masks, it also sells good in North America and Canada since 2021. Bodyguard adopts standardized marketing strategy worldwide. Recently, Bodyguard would enter into a contract with a vendor in Vietnam to expand its production capacity. However, Bodyguard’s managers have heard reports that the vendor operates factories with sweatshop conditions, which is not acceptable in Hong Kong. Employment in sweatshops provides a source of income for women in Vietnam, who can earn more wages than in many other jobs, which bring them food, nutrition and education for their children. Sweatshop is a preferred working place of Vietnamese. (c) Explain the TWO approaches in handling ethical dilemma – relativism and normativism. What would be the ethical…Two firms simultaneously decide whether or not to enter a market, and if yes, when to enter a market. The market lasts for 5 periods: starting in period 1 and ending in period 5. A firm that chooses to enter can enter in any of the five periods. Once a firm enters the market in any period it has to stay in the market through period 5. In any period tt that the the firm is not in the market, it earns a zero profit. In any period tt, if a firm is a monopolist in the market, it makes the profit 10t−24. In any period tt if a firm is a duopolist in the market it makes a profit of 7t−24. A firm's payoff is the total profit it earns in all the periods it is in the market. How many strategies does each firm have? Firm 1's best response to Firm 2's choice Do not enter is to enter in period: In a Nash equilibrium, Firm 1 enters in period _______ (if there is more than one answer, write any one)
- You are managing a competitive corn farm that faces random demand. You must decide how much corn to produce before observing the actual price. As the 2 adjacent figure shows, the price will be $12 or $6 per bushel. The probability the price will be $12 is and the probability that the price will be $6 is - Your MC 3 3 $14 marginal cost curve is also included in the figure. PH=MRH $12 The quantity of corn that maximizes expected profit is bushels. $10 (Carefully enter your response considering the units on the axes of the given figure.) S8 The quantity you would produce if you knew the actual price was $12 is bushels. L= MRL The quantity you would produce if you knew the actual price was $6 is bushels $6 Suppose you produce the quantity of corn that maximizes expected profit, compared to what you would produce if you knew the actual price before producing. $4- The amount of profit lost if the actual price is $12 is $ The amount of profit lost if the actual price is $6 is $ (Enter a…Two firms simultaneously decide whether or not to enter a market, and if yes, when to enter a market. The market lasts for 3 periods: starting in period 1 and ending in period 3. A firm that chooses to enter can enter in any of the three periods. Once a firm enters the market in any period it has to stay in the market through period 3. In any period t that the the firm is not in the market, it earns a zero profit. In any period t, if a firm is a monopolist in the market, it makes the profit 10t–24. In any period t if a firm is a duopolist in the market it makes a profit of 71-24. A firm's payoff in the game is the total profit it earns in all the periods it is in the market, or zero if it never enters the market. Is there a Nash equilibrium in which both firms enter the market?You are the manager of Zokia Ghana Limited, a producer of beans. In Ghana, it is possible to produce beans or groundnut using the same resources. Therefore, producers are able to sw itch from beans to groundnut production depending on market conditions. Consequently, Zokia consulted an Economist who estimated the demand function for beans as: Qbd = 600 – 4Pb – 0.03M – 12Pg + 15T + 6Pe + 1.5N where Qbd is the quantity demanded of beans each month, ?? is the average price of beans (in Ghana Cedis), M is the average household income (in GH¢), ?? is the price of groundnut (in GH¢), T is a consumer taste index ranging in value from 0 to 10 (the highest rating), ?? is the price (in GH¢) consumers expect to pay next month for beans, and N is the number of buyers in the market for beans. Assume the following initial values: ??=5, ??= 40, T= 6.5, Pe= 5.25, N= 2000, Qbd = 2479 Explain to your Board of Directors why management should be worried about a rise in the price of groundnut.
- You are the manager of Zokia Ghana Limited, a producer of beans. In Ghana, it is possible to produce beans or groundnut using the same resources. Therefore, producers are able to sw itch from beans to groundnut production depending on market conditions. Consequently, Zokia consulted an Economist who estimated the demand function for beans as: Qbd = 600 – 4Pb – 0.03M – 12Pg + 15T + 6Pe + 1.5N where Qbd is the quantity demanded of beans each month, ?? is the average price of beans (in Ghana Cedis), M is the average household income (in GH¢), ?? is the price of groundnut (in GH¢), T is a consumer taste index ranging in value from 0 to 10 (the highest rating), ?? is the price (in GH¢) consumers expect to pay next month for beans, and N is the number of buyers in the market for beans. Assume the following initial values: ??=5, ??= 40, T= 6.5, Pe= 5.25, N= 2000, Qbd = 2479 Determine the equation of the demand curve for beansYou are the manager of Zokia Ghana Limited, a producer of beans. In Ghana, it is possible to produce beans or groundnut using the same resources. Therefore, producers are able to sw itch from beans to groundnut production depending on market conditions. Consequently, Zokia consulted an Economist who estimated the demand function for beans as: Qbd = 600 – 4Pb – 0.03M – 12Pg + 15T + 6Pe + 1.5N where Qbd is the quantity demanded of beans each month, ?? is the average price of beans (in Ghana Cedis), M is the average household income (in GH¢), ?? is the price of groundnut (in GH¢), T is a consumer taste index ranging in value from 0 to 10 (the highest rating), ?? is the price (in GH¢) consumers expect to pay next month for beans, and N is the number of buyers in the market for beans. Assume the following initial values: ??=5, ??= 40, T= 6.5, Pe= 5.25, N= 2000, Qbd = 2479 As a result of the effect of COVID-19 on the economy, the government has proposed an income cut policy. Labour unions…You are the manager of Zokia Ghana Limited, a producer of beans. In Ghana, it is possible to produce beans or groundnut using the same resources. Therefore, producers are able to sw itch from beans to groundnut production depending on market conditions. Consequently, Zokia consulted an Economist who estimated the demand function for beans as: Qbd = 600 – 4Pb – 0.03M – 12Pg + 15T + 6Pe + 1.5N where Qbd is the quantity demanded of beans each month, ?? is the average price of beans (in Ghana Cedis), M is the average household income (in GH¢), ?? is the price of groundnut (in GH¢), T is a consumer taste index ranging in value from 0 to 10 (the highest rating), ?? is the price (in GH¢) consumers expect to pay next month for beans, and N is the number of buyers in the market for beans. Assume the following initial values: ??=5, ??= 40, T= 6.5, Pe= 5.25, N= 2000, Qbd = 2479 Using the concept of own price elasticity, advise management on price change in order to increase revenue.
- There is a Jexaco gas station right across the street from a Jalero station in Pennsylvania It is safe to assume that they compete locally for the same consumers and can observe the prices posted on each other's marquees. Demand for gasoline in this local market is Q = 80 − 6P, and both stations obtain gasoline from their supplier at $2.20 per gallon. On the day that both franchises opened for business, each owner was observed changing the price of gas advertised on its marquee more than 10 times; the owner of Jexaco lowered its price to slightly undercut Jalero's price, and the owner of Jalero lowered its price to beat Jexaco's. Since then, prices appear to have stabilized. Which of the oligopoly models is most suitable for explaining this behavior by these firms? Under current conditions, how many gallons of gasoline are sold in the market, and at what price? Would your answer differ if Jalero had service attendants available to fill consumers' tanks but Jexaco was only a…k : ces As the manager of Smith Construction, you need to make a decision on the number of homes to build in a new residential area where you are the only builder. Unfortunately, you must build the homes before you learn how strong demand is for homes in this large neighborhood. There is a 50 percent chance of low demand and a 50 percent chance of high demand. The corresponding (inverse) demand functions for these two scenarios are P= 300,000-400Q and P= 500,000 -225Q, respectively. Your cost function is CQ) = 165,000+ 243,750Q. How many new homes should you build, and what profits can you expect? Number of homes you should build: homes Profits you can expect: $1Philippines You're the manager of global opportunities for a U.S. manufacturer that is considering expanding sales into Asia. Your market research has identified the market potential in Malaysia, the Philippines, and Singapore as described in the following table: Malaysia Probability Units Philippines Probability Units Singapore Probability Units Big Success Level 0.3 1,100,000 0.3 1,300,000 Mediocre Failure 0.2 352,000 0.3 650,000 0.1 0.7 600,000 360,000 0.5 0 0.4 0 0.2 0 The product sells for $20, and each unit has a constant marginal cost of $16. Assume that the (fixed) cost of entering the market (regardless of which market you select) is $500,000.
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