EBK MANAGERIAL ECONOMICS & BUSINESS STR
EBK MANAGERIAL ECONOMICS & BUSINESS STR
9th Edition
ISBN: 8220103676267
Author: Baye
Publisher: YUZU
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Chapter 2, Problem 3CACQ
To determine

(a)

To compute:

The quantity of product X produced.

To determine

(b)

To find:

The quantity of product X to be produced when Px is $80 and Pz is $60.

To determine

(c)

To show:

The inverse supply function and supply function of good X and also present it graphically.

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3. Consider the market for paper. The process of producing paper creates pollution. Assume that the marginal damage function for pollution is given by: MDF = 3E where damages are measured in dollars and E is the level of emissions. Assume further that the function describing the marginal abatement cost of emissions is given by MAC 120-E where benefits are measured in dollars and E is the level of emissions. a. Graph the marginal damage function (MDF) and the marginal abatement cost function (MAC). b. What is the unregulated level of emissions Eu? What is the social welfare of this emissions level? c. Assume an existing emission quota limits emissions to E = 60. Show on the graph why this policy is inefficient. What is the deadweight loss caused by this policy?
show written calculation for B
Problem 1: 1. If a stock is expected to pay an annual dividend of $20 forever, what is the approximate present value of the stock, given that the discount rate is 5%? 2. If a stock is expected to pay an annual dividend of $20 forever, what is the approximate present value of the stock, given that the discount rate is 8%? 3. If a stock is expected to pay an annual dividend of $20 this year, what is the approximate present value of the stock, given that the discount rate is 8% and dividends are expected to grow at a rate of 2% per year?
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