# Yates

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Yates [pic] UNITPRODUCTION POSSIBILITY FRONTIER. Understanding a printed text (1) T he following text will introduce you to the topic of the production possibility frontier. Look at the way it is divided into paragraphs. Pay attention to the heading and notes in the margins, and to the table.look at these questions. 1. What types of good are used as an example? 2. What law is explained? 3. What does Table 1-3 show? 4. When additional workers are added, does output per worker rise or fail? 5. What term is used to describe what happens when society gives up units of food production to get more film output? Read the passage through and find the answers to the questions. Remember, you do not have to understand every word to answer them. A hypothetical economy THE PRODUCTION

POSSIBILITY FRONTIER To see how this tool helps us to think about scarcity and the problem of what to produce, we consider a hypothetical economy in which there are two types of good, food and films. There are four workers in the economy. A worker can produce in either the food industry or the film industry. The law of diminishing returns 2. Table 1-3 shows how much of each good can be produced per week. The answer depends on how the workers are allocated between the two industries. In each industry, the more workers there are, the greater is the total output of the good produced. We have assumed that production in each industry satisfies the law of diminishing returns. Each additional worker adds less to total industry output than the previous additional worker added. For

example, consider the film industry. Beginning from the position of no workers and no output, the first worker employed increases output by 9 units per week. |Table1-3 | |PRODUCTION POSSIBILITIES IN THE | |HYPOTHETICAL ECONOMY | |Employmen|Outpu|Employmen|Outpu| |t |t of |t |t of | |In food |food |In films |films| |4 |25 |0 |0 | |3 |22 |1 |9 | |2 |17 |2 |17 | |1 |10 |3 |24 | |0 |0 |4 |30 | Adding a second worker raises film output only by 8 units per week, taking total film output to 17 units per week. Adding a third worker increases output by only 7 units per week, and the addition of yet more workers leads to even smaller increases in film output. 3. What lies behind the law of diminishing returns? We have implicitly assumed that workers in the film industry have at their

disposal a fixed total amount of cameras, studios, and other equipment. The first worker has sole use of all these facilities. When a second worker is added, the two workers must share these facilities. The addition of further workers reduces equipment per worker to even lower levels. Thus, output per worker in the film industry falls as employment in the film industry rises. One worker produces 9 units per week, two workers average only 8^ units per week, and three workers average only 8 units per week. A similar story applies in the food industry. The fixed total supply of available land, water, and fertilizer must be shared between the total workforce. The first worker, using all these resources, produces 10 units of food per week, but output per person falls to 8\$ units per

week when two workers share these resources, and is only 7\ units per week when three workers share them. Both industries exhibit diminishing returns as additional workers are added. Table 1-3 shows the possible combinations of food and film output that can be produced in the hypothetical economy if all workers are employed. At one extreme, with all workers employed in food production, the economy can produce 25 units of food and 0 units of film. At the other extreme, with all workers employed in the film industry, the economy can produce 30 units of films but no food. By transferring workers from one industry to the other, the economy can produce more of one good, but only at the expense of producing less of the other good. We say that there is a trade-off between food

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