Existence of Multiple Mutually Beneficial Exchange Rates
The specific exchange rate of 40 apples per ton of wheat is just one example of a trade that benefits both Greta and Carlos. There is not a single, unique price required for a mutually advantageous trade. Instead, a range of different exchange rates exists where both parties would still find it beneficial to specialize and trade, allowing them to consume more than they could under self-sufficiency.
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Introduction to Microeconomics Course
The Economy 2.0 Microeconomics @ CORE Econ
Ch.2 Technology and incentives - The Economy 2.0 Microeconomics @ CORE Econ
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Two individuals, Carlos and Greta, specialize in producing one good each. Carlos produces only wheat, and Greta produces only apples. They agree to trade with each other at a fixed rate of 1 ton of wheat for 40 apples. If Carlos produces 50 tons of wheat and decides to trade 18 tons of it with Greta, how many apples will he receive in exchange?
Evaluating a Trade Proposal
Two individuals, one specializing in wheat and the other in apples, agree to trade at a rate of 40 apples for each ton of wheat. If the wheat specialist trades 10 tons of wheat in exchange for 350 apples from the apple specialist, this transaction adheres to their agreed-upon rate of exchange.
Calculating a Trade Outcome
Two individuals, Greta and Carlos, specialize in producing apples and wheat, respectively. They agree to a rate of exchange where 1 ton of wheat is traded for 40 apples. Greta, who produces 1250 apples, wants to acquire 15 tons of wheat from Carlos. After the trade, how many apples will Greta have left for her own consumption?
Analyzing a Trade Offer
Two individuals, one specializing in apples and the other in wheat, agree to trade at a rate of 40 apples for each ton of wheat. If the apple specialist gives up 200 apples, they will receive ______ tons of wheat in return.
An apple specialist and a wheat specialist agree to trade at a rate of 40 apples for 1 ton of wheat. Match each proposed trade quantity of wheat with the corresponding quantity of apples that must be exchanged to be consistent with this agreement.
Determining Trade Limits
Analyzing a Trade Discrepancy
Existence of Multiple Mutually Beneficial Exchange Rates
Learn After
Alternative Exchange Rate Scenario in the Greta-Carlos Model (35 Apples per Ton of Wheat)
Determining the Zone of Possible Trade
Producer A can produce either 10 units of cloth or 50 units of wine in a day. Producer B can produce either 20 units of cloth or 80 units of wine in a day. Both producers want to be better off than they would be by producing everything themselves. Which of the following exchange rates for one unit of cloth would be mutually beneficial, allowing for a gainful trade for both Producer A and Producer B?
For any two producers with different production capabilities for two goods, there is only one unique price (or exchange rate) at which they can trade that will make both of them better off than they would be without trade.
Defining the Zone of Mutually Beneficial Trade
Producer A can produce 10 computers or 20 cars per month. Producer B can produce 15 computers or 45 cars per month. For trade to occur, they must agree on an exchange rate. Match each potential exchange rate below to its correct outcome.
Analyzing the Gains from Trade
Company X can produce 10 tablets or 30 headphones per day. Company Y can produce 12 tablets or 48 headphones per day. Both companies decide to specialize and trade. Assuming they trade tablets for headphones, arrange the following potential exchange rates in order from MOST beneficial to LEAST beneficial for Company Y.
Producer A's opportunity cost of producing one widget is 3 gadgets. Producer B's opportunity cost of producing one widget is 5 gadgets. Producer A specializes in widgets and Producer B in gadgets. To ensure Producer A benefits from the trade, the exchange rate must be at least 1 widget for more than ____ gadgets.
Evaluating a Trade Proposal
Country A's opportunity cost for producing one laptop is 2 phones. Country B's opportunity cost for producing one laptop is 4 phones. Both countries decide to specialize based on their comparative advantage and trade with each other. They are considering two potential exchange rates:
- Rate 1: 1 laptop for 2.5 phones
- Rate 2: 1 laptop for 3.5 phones
Which of the following statements correctly analyzes the distribution of gains from trade under these two rates?