8.(new question) An engineer proposes to spend $95,000 on a capital project to upgrade a package delivery system. The project is expected to have labor savings of $20,000 a year plus reduce scrap costs by $5000 a year. There is expected to be no salvage value at the end of the equipment life, which is anticipated to be 7 years. MARR is 12%. This question is in five parts. The engineer next performs a sensitivity analysis for a best case and worst case scenario: Best Case Worst Case Initial Cost $95,000 $110,000 Labor Savings $25,000 $15,000 Scrap Cost Reduction $6,000 $4,000 Part 4: What is the present worth (PW) in the worst case scenario? (your answer should be a positive or negative number and do not use commas or $ signs)

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8.(new question) An engineer proposes to spend $95,000 on a capital project
to upgrade a package delivery system. The project is expected to have labor
savings of $20,000 a year plus reduce scrap costs by $5000 a year. There is
expected to be no salvage value at the end of the equipment life, which is
anticipated to be 7 years. MARR is 12%. This question is in five parts.
The engineer next performs a sensitivity analysis for a best case and worst case
scenario:
Best Case
Worst Case
Initial Cost
$95,000
$110,000
Labor Savings
$25,000
$15,000
Scrap Cost Reduction
$6,000
$4,000
Part 4: What is the present worth (PW) in the worst case scenario? (your
answer should be a positive or negative number and do not use commas or $
signs)
Transcribed Image Text:8.(new question) An engineer proposes to spend $95,000 on a capital project to upgrade a package delivery system. The project is expected to have labor savings of $20,000 a year plus reduce scrap costs by $5000 a year. There is expected to be no salvage value at the end of the equipment life, which is anticipated to be 7 years. MARR is 12%. This question is in five parts. The engineer next performs a sensitivity analysis for a best case and worst case scenario: Best Case Worst Case Initial Cost $95,000 $110,000 Labor Savings $25,000 $15,000 Scrap Cost Reduction $6,000 $4,000 Part 4: What is the present worth (PW) in the worst case scenario? (your answer should be a positive or negative number and do not use commas or $ signs)
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