Consider an economy with three people: George, Jerry, and Elaine. Each of them may spend their day producing two commodities: Sponges and envelops. The following table presents the three's productivity in terms of sponges and envelops: Jerry George Elaine Sponges (per day) 4 5 Envelops (per day) 8 15 3 a) Calculate each of the opportunity cost of producing one sponge. b) Calculate this economy's total gain from trade in terms of sponges and envelops. (Assume that, with no trade, cach of them divides their time equally between the production of the two commodities). c) If the price of an envelop were exactly one sponge, how many envelops would be produced? How many sponges?

ENGR.ECONOMIC ANALYSIS
14th Edition
ISBN:9780190931919
Author:NEWNAN
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Chapter1: Making Economics Decisions
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Consider an economy with three people: George, Jerry, and
Elaine. Each of them may spend their day producing two
commodities: Sponges and envelops. The following table
presents the three's productivity in terms of sponges and
envelops:
Envelops (per day)
8
15
3
Sponges (per day)
4
Jerry
George
Elaine
9.
a) Calculate each of the opportunity cost of producing one
sponge.
b) Calculate this economy's total gain from trade in terms of
sponges and envelops. (Assume that, with no trade, cach of
them divides their time equally between the production of the
two commodities).
c) If the price of an envelop were exactly one sponge,
envelops would be produced? How many sponges?
how
many
Transcribed Image Text:Consider an economy with three people: George, Jerry, and Elaine. Each of them may spend their day producing two commodities: Sponges and envelops. The following table presents the three's productivity in terms of sponges and envelops: Envelops (per day) 8 15 3 Sponges (per day) 4 Jerry George Elaine 9. a) Calculate each of the opportunity cost of producing one sponge. b) Calculate this economy's total gain from trade in terms of sponges and envelops. (Assume that, with no trade, cach of them divides their time equally between the production of the two commodities). c) If the price of an envelop were exactly one sponge, envelops would be produced? How many sponges? how many
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