A production process is described by a function where total output depends on the amount of labor input. At 10 hours of labor, the total output is 50 units. At 20 hours of labor, the total output is 120 units. At 30 hours of labor, the total output is 150 units. Based on this information, how does the average product of labor change as labor input increases from 10 to 20 hours, and then from 20 to 30 hours?
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A production process is described by a function where total output depends on the amount of labor input. At 10 hours of labor, the total output is 50 units. At 20 hours of labor, the total output is 120 units. At 30 hours of labor, the total output is 150 units. Based on this information, how does the average product of labor change as labor input increases from 10 to 20 hours, and then from 20 to 30 hours?
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