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A company uses two inputs, labor and machines, to produce goods. The total cost is determined by the equation: Total Cost = (Wage × Number of Workers) + (Price per Machine × Number of Machines). Suppose the price per machine increases, while the total cost the company can spend and the wage for workers both remain constant. Which of the following statements accurately describes the impact on the combinations of workers and machines the company can afford?
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A company uses two inputs, labor and machines, to produce goods. The total cost is determined by the equation: Total Cost = (Wage × Number of Workers) + (Price per Machine × Number of Machines). Suppose the price per machine increases, while the total cost the company can spend and the wage for workers both remain constant. Which of the following statements accurately describes the impact on the combinations of workers and machines the company can afford?
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- Technique X: 10 hours of labor and 15 rolls of fabric.
- Technique Y: 20 hours of labor and 10 rolls of fabric.
- Technique Z: 30 hours of labor and 5 rolls of fabric.
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