A specialized manufacturing plant assembles high-tech components. The production process requires exactly one technician per advanced workstation. Initially, the plant operates with 20 technicians and 20 workstations, producing a total of 100 components per day. The company decides to scale up its operations by hiring an additional 20 technicians and installing 20 more identical workstations. Assuming the production process itself remains unchanged, what will be the new average number of components produced per technician per day?
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A specialized manufacturing plant assembles high-tech components. The production process requires exactly one technician per advanced workstation. Initially, the plant operates with 20 technicians and 20 workstations, producing a total of 100 components per day. The company decides to scale up its operations by hiring an additional 20 technicians and installing 20 more identical workstations. Assuming the production process itself remains unchanged, what will be the new average number of components produced per technician per day?
A bicycle factory operates on a system where each assembly station requires exactly one worker to produce one bicycle frame per hour. When the factory manager doubles the number of assembly stations and doubles the number of workers, the total output of frames per hour also doubles. The manager concludes that if they hire more workers without adding more stations, the average number of frames produced per worker will increase due to specialization. Is the manager's conclusion correct?
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A specialized assembly line requires exactly one worker for each of its 15 workstations to operate. This setup produces a total of 300 units per hour. If the company doubles its capacity by installing another 15 identical workstations and hiring 15 more workers, the new average output per worker will be ____ units per hour.
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A specialized manufacturing process uses a fixed-proportions technology where each assembly robot requires exactly two technicians to operate and maintain it. The facility currently runs 50 robots with 100 technicians, producing 1,000 units per day. Which of the following scenarios would cause the average product of labor (units per technician) to decrease?