The global pandemic 2020 has promoted a race to capture the market for introducing effective vaccine and treatments. Output Price/Unit Total Cost 1 5500 1000 2 5000 1200 3 4500 1500 4 4000 2500 5 3500 4000 6 3000 5700 7 2500 7500 8 2000 9400 9 1500 11400 10 1000 13500 a. Assume if many firms enter into the business of providing vaccine determine: How the demand curve of PFIZER would change and how it would now maximize its profit? The kind of market structure now PFIZER is forced to operate in? Also, illustrate the same using the two-dimensional labeled diagram.

The global pandemic 2020 has promoted a race to capture the market for introducing effective vaccine and treatments. Output Price/Unit Total Cost 1 5500 1000 2 5000 1200 3 4500 1500 4 4000 2500 5 3500 4000 6 3000 5700 7 2500 7500 8 2000 9400 9 1500 11400 10 1000 13500 a. Assume if many firms enter into the business of providing vaccine determine: How the demand curve of PFIZER would change and how it would now maximize its profit? The kind of market structure now PFIZER is forced to operate in? Also, illustrate the same using the two-dimensional labeled diagram.

Managerial Economics: A Problem Solving Approach

5th Edition

ISBN:9781337106665

Author:Luke M. Froeb, Brian T. McCann, Michael R. Ward, Mike Shor

Publisher:Luke M. Froeb, Brian T. McCann, Michael R. Ward, Mike Shor

Chapter16: Bargaining

Section: Chapter Questions

Problem 10MC

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The global pandemic 2020 has promoted a race to capture the market for introducing effective vaccine and treatments. If PFIZER is the sole vaccine provider given the following information, answer the questions below: Output Price/Unit Total Cost 1 5500 1000 2 5000 1200 3 4500 1500 4 4000 2500 5 3500 4000 6 3000 5700 7 2500 7500 8 2000 9400 9 1500 11400 10 1000 13500 Given the tabular information above find the profit-maximizing output and price also illustrate the same using the two-dimensional labeled diagram. Show the calculation as well. Assume if many firms enter into the business of providing vaccine determine: How the demand curve of PFIZER would change and how it would now maximize its profit? The kind of market structure now PFIZER is forced to operate in? Also, illustrate the same using the two-dimensional…
The global pandemic 2020 has promoted a race to capture the market for introducing effective vaccine and treatments. a)- If PFIZER is the sole vaccine provider given the following information, answer the questions below: Output Price/Unit Total Cost 1 5500 1000 2 5000 1200 3 4500 1500 4 4000 2500 5 3500 4000 6 3000 5700 7 2500 7500 8 2000 9400 9 1500 11400 10 1000 13500 Given the tabular information above find the profit-maximizing output and price also illustrate the same using the two-dimensional labeled diagram. Show the calculation as well. (use excel) b)- Assume if many firms enter into the business of providing vaccine determine: How the demand curve of PFIZER would change and how it would now maximize its profit? The kind of market structure now PFIZER is forced to operate in? Also, illustrate the same using…
The global pandemic 2020 has promoted a race to capture the market for introducing effective vaccine and treatments. If FARTER is the sole vaccine provider given the following information, answer the questions below: Output Price/Unit Total Cost 1 5500 1000 2 5000 1200 3 4500 1500 4 4000 2500 5 3500 4000 6 3000 5700 7 2500 7500 8 2000 9400 9 1500 11400 10 1000 13500 Given the tabular information above find the profit-maximizing output and price also illustrate the same using the two-dimensional labeled diagram. Show the calculation as well. Assume if many firms enter into the business of providing vaccine determine: How the demand curve of FARTER would change and how it would now maximize its profit? The kind of market structure now FARTER is forced to…
A pharmaceutical company Eureka Bio has discovered a corona vaccine that can be produced at constant marginal cost of R10. The company has entered into dosage demand of QA=200-PA, and country B has dosage demand QB = 160-PB. a. Suppose that country A has high infection rates, determine the price that Eureka Bio can charge country A and B to prevent a resale between countries. b. If Eureka Bio is the only pharmaceutical company that was successful in developing vaccines, determine the dosage that will be sold to both countries. What will be Eureka's profit?
3Commenting on the decision, Massmart CEO Mitchell Slape said: “This is an unprecedented time forSouth Africa and the. world. As we all come to terms with the impact of the Covid-19 pandemic, we mustdo everything we can to support our customers. We are grateful to our suppliers who support thisprincipled position.’
Consider the case of innovating vaccines without patents (in a perfectly competitive market) (a) Does an externality exist? If so, is it positive/negative (or both) (b) Use Coase’s framework to identify the cause of the externality (c) If an externality exists, determine whether the Coase theorem applies (i.e. is it feasible to assign property rights and solve the problem?) (d) If an externality exists and the Coase theorem does not apply, discuss a government/institutional solution that can mitigate the problem of externality
what exit strategy are available to firms who desire to leave a market during the Covid 19 pandemic
what are the advantages and potential problems starting a business amidst the Covid-19 pandemic?
A Las Vegas supermarket bakery must decide how many wedding cakes to prepare for the upcoming weekend. Cakes cost $33 each to make, and they sell for $60 each. Unsold cakes are reducedto half-price on Monday, and typically one-third of those are sold. Any that remain are donated toa nearby senior center. Analysis of recent demand resulted in the following table:Demand 0 1 2 3Probability .15 .35 .30 .20How many cakes should be prepared to maximize expected profit?a. Use the ratio method.b. Use the tabular method (see Table 13.3).
Consider the case of innovating vaccines without patents (in a perfectly competitive market) (a) Does an externality exist? If so, is it positive/negative (or both) (b) Use Coase’s framework to identify the cause of the externality (c) If an externality exists, determine whether the Coase theorem applies (i.e. is it feasible to assign property rights and solve the problem?)
Duolingo is a widely used foreign language app, with 300 million users in 2018. While there is a free version of the app, a premium Duolingo subscription eliminates advertisements during language practice and offers new quizzes with the ability to save lessons for offline use. a. Identify each hurdle for users of the free version of the app. the advertisements that users of the free version must endure the absence of enhanced features-new quizzes and the ability to save lessons for offline use-enjoyed by users of the premium version the subscription fee paid for the premium version of the app b. By offering both a free and a premium version of the app, Duolingo profits more than it would if it offered just one version of the app. O profits only from the free version, not the premium version. O profits only from the premium version, not the free version. O profits less than it would if it offered just one version of the app.
NutraSweet Aspartame is a low-calorie, high-intensity sweetener known by Monsanto’s brand name, NutraSweet. It was the key to the success of Diet Coke and Diet Pepsi in the 1980s. NutraSweet made billions of dollars, yielding very high profits. Such profits usually attract entry, but in this case entry was barred by a patent on the sweetener and because the process of creating the sweetener was expensive and difficult. Monsanto had a distinct capability—its monopoly. It had also created another strategic asset—the NutraSweet brand name as represented by its trademark ‘swirl.’ The problem was that Monsanto’s patent was about to expire. As a result, the Holland Sweetener Company began building an aspartame plant in Geleen, the Netherlands, to challenge Monsanto’s hold on the aspartame market. Holland Sweetener was a joint venture between the Japanese Tosoh Corporation and DSM (Dutch State Mines). What did Monsanto do? Why? What did Holland Sweetener do? Why?