Problem 1 Two options need to be analyzed using internal rate of return with a MARR of 9% to determine the cost effective solution. Both options have a lifespan of 10 years. Based on the provided data, determine the IROR and most cost effective solution. Option A: Initial Cost: $500,000 Annual 0&M: $65,000 that increases $7,000 per year Maintenance at year 6: $85,000 Annual Revenue: $130,000 that increases $10,000 per year Salvage Value: $205,000 Option B: Initial Cost: $675,000 Annual 0&M: $50,000 that increases $8,000 per year Maintenance at year 7: $98,000 Annual Revenue: $150,000 that increases $7,500 per year Salvage Value: $310,000

EBK CONTEMPORARY FINANCIAL MANAGEMENT
14th Edition
ISBN:9781337514835
Author:MOYER
Publisher:MOYER
Chapter5: The Time Value Of Money
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Problem 1
Two options need to be analyzed using internal rate of return with a MARR of 9% to determine
the cost effective solution. Both options have a lifespan of 10 years. Based on the provided
data, determine the IROR and most cost effective solution.
Option A:
Initial Cost: $500,000
Annual 0&M: $65,000 that increases $7,000 per year
Maintenance at year 6: $85,000
Annual Revenue: $130,000 that increases $10,000 per year
Salvage Value: $205,000
Option B:
Initial Cost: $675,000
Annual 0&M: $50,000 that increases $8,000 per year
Maintenance at year 7: $98,000
Annual Revenue: $150,000 that increases $7,500 per year
Salvage Value: $310,000
Transcribed Image Text:Problem 1 Two options need to be analyzed using internal rate of return with a MARR of 9% to determine the cost effective solution. Both options have a lifespan of 10 years. Based on the provided data, determine the IROR and most cost effective solution. Option A: Initial Cost: $500,000 Annual 0&M: $65,000 that increases $7,000 per year Maintenance at year 6: $85,000 Annual Revenue: $130,000 that increases $10,000 per year Salvage Value: $205,000 Option B: Initial Cost: $675,000 Annual 0&M: $50,000 that increases $8,000 per year Maintenance at year 7: $98,000 Annual Revenue: $150,000 that increases $7,500 per year Salvage Value: $310,000
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