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Numerical Example of Profit and Wage Share
In the context of dividing output per worker, if a firm's profit share (σ) is 40% (or 0.4), the corresponding wage share must be 60% (or 0.6). This numerical example illustrates the relationship where the wage share is calculated as 1 - σ.
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Numerical Example of Profit and Wage Share
In an economic model, the total output generated by a single worker is divided into two parts: the portion paid to the worker as a real wage and the portion retained by the firm as real profit. If market conditions change such that firms are forced to reduce the fraction of output they retain as profit, what is the necessary consequence for the fraction of output workers receive as wages?
In an economic model where the total value of output per worker is divided entirely between the worker's wage and the firm's profit, if firms retain 35% of the output's value as profit, then the share of output received by workers as wages must be ____%.
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A firm successfully implements a new technology that increases the amount of output each worker can produce. If the real wage paid to each worker remains unchanged, what is the effect on the share of output the firm retains as profit?
In an economic model where a firm's output per worker is divided entirely between the worker's real wage and the firm's real profit, consider a scenario where the firm increases the fraction of output it retains as profit. If, at the same time, the total output per worker also increases, then the real wage paid to the worker must necessarily decrease.
In an economic model, a company's output per worker is initially 100 units, and the real wage paid to each worker is 70 units. The company then undergoes two simultaneous changes: 1) a new regulation reduces the fraction of output the company retains as profit by 5 percentage points, and 2) a new technology increases the output per worker by 20%. What is the new real wage per worker after these changes?
An economic advisor states, 'By implementing policies that boost the output per worker, we can increase the real wage for workers without changing the proportional share of output that firms keep as profit.' Within a model where a worker's output is fully divided between their real wage and the firm's real profit, is this statement correct?
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A company spokesperson makes the following public statement: 'This year, we have successfully increased the real wages paid to our workers while also increasing the fraction of our output per worker that we retain as profit.' Within an economic model where a worker's total output is divided entirely between their real wage and the firm's real profit, under what specific condition is this statement mathematically possible?
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In a particular industry, the portion of output per worker retained by firms as profit rose from 25% to 40% over a decade. What was the corresponding change in the portion of output per worker paid as wages?
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Firm's Profit Share and Worker Wages
A manufacturing company successfully negotiates with its suppliers to lower material costs, allowing it to increase the portion of output per worker it keeps as profit from 30% to 35%. This action directly implies that the total value of output produced per worker has also increased.
A company determines that for every unit of output produced by a worker, 30% of the value is allocated to firm profits. If the total value of that unit of output is $200, the amount paid to the worker in wages for producing that unit is $____.
Each firm described below allocates the value of its output per worker between profits for the firm and wages for the worker. Match each firm's profit allocation with the corresponding wage allocation.
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A manufacturing firm improves its production process, resulting in a 10% increase in the total value of output produced per worker. The firm decides to keep its profit share—the fraction of output value per worker retained as profit—constant at 25%. Which of the following statements accurately describes the direct impact on the real wage paid to a worker?