Answer the question based on the following information: Suppose 10 units of product X can be produced by employing just labor and capital in the three w shown below. Assume the prices of labor and capital are as shown. Production Production Production Resource Technique Technique Technique price 1 2 3 Labor $ 2 6. 1 Capital $ 3 3 5 Which technique is the most economically efficient?
Answer the question based on the following information: Suppose 10 units of product X can be produced by employing just labor and capital in the three w shown below. Assume the prices of labor and capital are as shown. Production Production Production Resource Technique Technique Technique price 1 2 3 Labor $ 2 6. 1 Capital $ 3 3 5 Which technique is the most economically efficient?
Chapter1: Making Economics Decisions
Section: Chapter Questions
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Transcribed Image Text:**Question Based on Production Efficiency**
Suppose 10 units of product X can be produced by employing just labor and capital in the three ways shown below. Assume the prices of labor and capital are as follows:
| Resource Price | Production Technique 1 | Production Technique 2 | Production Technique 3 |
|----------------|------------------------|------------------------|------------------------|
| Labor | $2 | 6 | 5 | 1 |
| Capital | $3 | 2 | 3 | 5 |
**Question**: Which technique is the most economically efficient?
**Analysis**:
To determine the most economically efficient technique, calculate the total cost for each technique by multiplying the units of labor and capital by their respective costs and summing them.
- **Production Technique 1**:
- Labor cost: 6 units * $2 = $12
- Capital cost: 2 units * $3 = $6
- Total cost: $12 + $6 = $18
- **Production Technique 2**:
- Labor cost: 5 units * $2 = $10
- Capital cost: 3 units * $3 = $9
- Total cost: $10 + $9 = $19
- **Production Technique 3**:
- Labor cost: 1 unit * $2 = $2
- Capital cost: 5 units * $3 = $15
- Total cost: $2 + $15 = $17
**Conclusion**:
Production Technique 3 is the most economically efficient as it has the lowest total cost of $17.
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