Economics

    Economics
    Part B: Quantitative Analysis

    Problem #1: “Consumer Surplus and Producer Surplus” (8 points)
    Consider the following graph:

    If the market price is $20, and 50 units are traded, calculate consumer surplus, producer surplus, and total net benefit. NOTE: the area of a triangle is (0.5)*(base)*(height).

    Problem # 2: “Negative Externality” (10 points)
    Graph the following supply and demand curve:
    Supply: P = 10 + .4Q
    Demand: P = 50 – .4Q
    a). What is the equilibrium price and quantity?
    b). Suppose production of the good in question creates a negative externality equal to $8 per unit. Draw a new supply curve that represents the marginal cost to society. What is the socially optimal price and quantity?

    c). Calculate the net benefit to society if the government imposes a pollution tax of $8 per unit.

    Problem # 3: “Environmental Indicators Analysis” (12 points)
    Please go to http://www.afdb.org/fileadmin/uploads/afdb/Documents/Publications/GenderPovertyEnvironmental_IndicatorsAfricanCountries2008_01_Full_Report_01.pdf
    and

    a). Fill in the following table using Central African countries data:

    Country Annual Rate of Deforestation (%)
    1990-95 Annual Rate of Reforestation (%)
    1985-95 C02 Emissions per Capita
    2005 Energy Consumption per Capita (kg)

    2003 Forest-to-People Ratio (ha)
    2005

    Cameroon
    Central African Republic
    Chad
    Congo
    Democratic Republic of Congo
    Equatorial Guinea
    Gabon
    b). How does your “African Country’s-Gabon” annual rate of deforestation (%) compare with that of other Central African countries?

    c). How does your “African Country’s-Gabon” annual rate of reforestation (%) compare with that of other Central African countries?

    d). How does your “African Country’s-Gabon” C02 emissions per capita compare with that of other Central African countries?
    e). How does your “African Country’s-Gabon” energy consumption per capita compare with that of other Central African countries?

     

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