Four mutually exclusive projects are being considered for a new 2-mile jogging track. The life of the track is expected to ing agency's MARR is 9% per year. Annual benefits to the public have been estimated by e shown below. Use the B-C method (incrementally) to select the best jogging track. Problem 10-17 (algorithmic) A Initial cost $50,000 Annual benefits $8,000 B-C ratio 1.78 Alternative Alternative A B $145,000 $21,000 1.61 C $55,000 $9,000 1.82 D $64,000 $10,500 1.82 Perform the incremental B-C Analysis. Fill-in the table below. (Round to two decimal places.) Inc. B-C ratio Is the alternative acceptable? 1.78 Yes
Four mutually exclusive projects are being considered for a new 2-mile jogging track. The life of the track is expected to ing agency's MARR is 9% per year. Annual benefits to the public have been estimated by e shown below. Use the B-C method (incrementally) to select the best jogging track. Problem 10-17 (algorithmic) A Initial cost $50,000 Annual benefits $8,000 B-C ratio 1.78 Alternative Alternative A B $145,000 $21,000 1.61 C $55,000 $9,000 1.82 D $64,000 $10,500 1.82 Perform the incremental B-C Analysis. Fill-in the table below. (Round to two decimal places.) Inc. B-C ratio Is the alternative acceptable? 1.78 Yes
Chapter1: Making Economics Decisions
Section: Chapter Questions
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![**Problem Description:**
Four mutually exclusive projects are being considered for a new 2-mile jogging track. The life of the track is expected to be 20 years, and the sponsoring agency's Minimum Attractive Rate of Return (MARR) is 9% per year. Annual benefits to the public have been estimated for all project alternatives and are shown below. Use the Benefit-Cost (B-C) method (incrementally) to select the best jogging track.
**Project Alternatives:**
| Alternative | Initial Cost | Annual Benefits | B-C Ratio |
|-------------|--------------|-----------------|-----------|
| A | $50,000 | $8,000 | 1.78 |
| B | $145,000 | $21,000 | 1.61 |
| C | $55,000 | $9,000 | 1.82 |
| D | $64,000 | $10,500 | 1.82 |
**Analysis Task:**
Perform the incremental B-C Analysis. Fill in the table below. (Round to two decimal places.)
**Incremental B-C Analysis:**
| Alternative | Inc. B-C Ratio | Is the Alternative Acceptable? |
|-------------|----------------|--------------------------------|
| A | 1.78 | Yes |
The incremental B-C ratios will guide the decision for selecting the most economically beneficial project. Here, Alternative A with a B-C ratio of 1.78 is considered acceptable. Further incremental analysis should be conducted to compare other alternatives.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F03d22bc9-86de-4c1e-90c9-dfcd6dbafd66%2Fb3eed459-d029-4c73-9002-c089a5dc84a4%2F0zu4je_processed.png&w=3840&q=75)
Transcribed Image Text:**Problem Description:**
Four mutually exclusive projects are being considered for a new 2-mile jogging track. The life of the track is expected to be 20 years, and the sponsoring agency's Minimum Attractive Rate of Return (MARR) is 9% per year. Annual benefits to the public have been estimated for all project alternatives and are shown below. Use the Benefit-Cost (B-C) method (incrementally) to select the best jogging track.
**Project Alternatives:**
| Alternative | Initial Cost | Annual Benefits | B-C Ratio |
|-------------|--------------|-----------------|-----------|
| A | $50,000 | $8,000 | 1.78 |
| B | $145,000 | $21,000 | 1.61 |
| C | $55,000 | $9,000 | 1.82 |
| D | $64,000 | $10,500 | 1.82 |
**Analysis Task:**
Perform the incremental B-C Analysis. Fill in the table below. (Round to two decimal places.)
**Incremental B-C Analysis:**
| Alternative | Inc. B-C Ratio | Is the Alternative Acceptable? |
|-------------|----------------|--------------------------------|
| A | 1.78 | Yes |
The incremental B-C ratios will guide the decision for selecting the most economically beneficial project. Here, Alternative A with a B-C ratio of 1.78 is considered acceptable. Further incremental analysis should be conducted to compare other alternatives.
Expert Solution
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Step 1: Introduction
The incremental cost-benefit analysis is used to study the difference between the monetary benefits and costs of different alternatives. It is calculated as the ratio of incremental monetary benefits and costs.
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