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    payoff matrix, for two interdependent firms in duopoly

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    In the following payoff matrix, for two interdependent firms in duopoly:

    In the following payoff mat
    Produce Firm F DNP
    $10 $0
    Produce -$30 $100
    Firm H
    DNP $120 $0
    $0 $0

    My responses:

    a) What will firm F do and what will Firm H do?

    The only win situation for H is to produce and no production by Firm F. If Firm F is going to produce, they will have a win-win situation with Firm H having losses ($30MM)

    b) Suppose a subsidy of $40 is given to Firm H. With everything else remaining the same, what would each firm do based on the subsidy? And what is the effect of the subsidy on the welfare in the home country?

    Firm H will chose to produce as a subsidy always makes a profit guaranteed. Firm F will chose not to produce as they will experience a loss.

    The following table shows the number of days of labor needed to produce 1 unit of machine and wheat in France and Germany:

    Machine Wheat
    France 100 days 4 days
    Germany 60 days 3 days

    My responses:

    a) Calculate the autarky price ratios:

    France= 1:M 100/4 and 1:W 4/100 or 25 machine hours to .04 wheat hours
    Germany= 1: M 60/3 and 1:W 3/60 or 20 machine hours to .05 wheat hours

    b) Which country has a comparative advantage in machine and which in wheat?

    Germany has the comparative advantage in machine (less hours required to produce) and France in wheat.

    c) In the terms of trade are 1 machine: 22 wheat how many days of labor does France save per unit of its import good by engaging in trade? 1.5 days

    d) If the terms of trade are 1 machine: 24 wheat how many days of labor do France and Germany save to their import good? France: 1.6 days Germany 1.2 days

    e) What can be said about the comparative distribution of gains from trade between France and Germany in part c and d? Why?

    There is a savings to both countries which allows them to focus on their primary industry. This in turn will allow improvements and further time to produce reduction to be realized overtime.

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    Solution Preview

    Hello,

    Your matrix was scrambled and therefore I could not understand it well. However, your answers make sense. For answer b, I would not say that a subsidy always guarantees a profit.

    There are many State-owned Enterprises with all the subsidies possible that are still not profitable and still cannot compete with private companies. ...

    Solution Summary

    I would not say that a subsidy always guarantees a profit.

    There are many State-owned Enterprises with all the subsidies possible that are still

    $2.19