"A fırm is considering purchasing an automated computer system to handle its back-office operations. The following data has been collected. - Cost of the system: $138,000 - Project life: 6 years - Salvage value at the end of year 6: $14,000 - Depreciation method: five-year MACRS - Tax rate: 21% - Annual cost savings from the system: $110,000 - Annual expenses (not including depreciation): $80,000 The firm will borrow the entire $138,000 at 7.6% interest to be repaid in 2 annual payments. The firm's MARR is 12%. Determine the IRR for this new system. Enter your answer as a percentage rounded to the nearest tenth of a percent."

Essentials Of Investments
11th Edition
ISBN:9781260013924
Author:Bodie, Zvi, Kane, Alex, MARCUS, Alan J.
Publisher:Bodie, Zvi, Kane, Alex, MARCUS, Alan J.
Chapter1: Investments: Background And Issues
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"A firm is considering purchasing an automated computer system to handle its back-office
operations. The following data has been collected.
- Cost of the system: $138,000
- Project life: 6 years
- Salvage value at the end of year 6: $14,000
- Depreciation method: five-year MACRS
- Tax rate: 21%
- Annual cost savings from the system: $110,000
- Annual expenses (not including depreciation): $80,000
The firm will borrow the entire $138,000 at 7.6% interest to be repaid in 2 annual payments.
The firm's MARR is 12%. Determine the IRR for this new system. Enter your answer as a percentage
rounded to the nearest tenth of a percent."
Transcribed Image Text:"A firm is considering purchasing an automated computer system to handle its back-office operations. The following data has been collected. - Cost of the system: $138,000 - Project life: 6 years - Salvage value at the end of year 6: $14,000 - Depreciation method: five-year MACRS - Tax rate: 21% - Annual cost savings from the system: $110,000 - Annual expenses (not including depreciation): $80,000 The firm will borrow the entire $138,000 at 7.6% interest to be repaid in 2 annual payments. The firm's MARR is 12%. Determine the IRR for this new system. Enter your answer as a percentage rounded to the nearest tenth of a percent."
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