Micro Economics For Today
Micro Economics For Today
10th Edition
ISBN: 9781337613064
Author: Tucker, Irvin B.
Publisher: Cengage,
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Chapter 4, Problem 19SQ
To determine

 The incapability of competitive market in providing the public goods.

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Suppose there are two residents in a neighborhood, and you know both of their demand curves for a public good. What would you have to do in order to figure out what the social demand curve? A.Multiply the two demand curves together   B.Add their demand curves together   C.Subtract the demand of the person with the lower valuation of the public good from the demand of the person with the higher valuation of the public good   D.Subtract the demand of the person with the higher valuation of the public good from the demand of the person with the lower valuation of the public good
Let the supply and demand for widgets be given by the following schedule. Price:                          3,  4,  5, 6,  7,  8,  9,  10,  11   Quantity Supplied:      100,  200,  300,  400,  500,  600,  700,  800,  900 Quantity Demanded:   900,  800,  700,  600,  500,  400,  300,  200,  100 a. What quantity will be produced here?  b. What quantity is efficient if there are no external costs or benefits?  c. What quantity is efficient if there is an external cost of $6 per unit from pollution caused by the widget factories?
Use the graph attached below as a starting point (either download it or print it out). Add curves, labels, etc. to this graph in order to show the following: 1. Show that this good has a $4/unit negative externality (external cost), such as pollution. 2. Shade the area that represents the Deadweight Loss (lost gains from trade) caused by the external cost. 3. Show a tax or subsidy wedge (whichever you think is appropriate) that will solve the problem of the external cost. 4. Show the socially optimal level of production that the Pigouvian tax or subsidy above will help the market to achieve. You may use software or pencil and paper to complete this graph. Upload it here when you are done.
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