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A remotely situated fuel cell has an installed cost of $1,900 and will reduce ex

ID: 2614240 • Letter: A

Question

A remotely situated fuel cell has an installed cost of $1,900 and will reduce existing surveillance expenses by $350 per year for seven years. The border security agency's MARR is 12% per year. a. What is the minimum salvage (market) value after seven years that makes the fuel cell worth purchasing? b. What is the fuel cell's IRR if the salvage value is negligible? Click the icon to view the interest and annuity table for discrete compounding when the MARR is 12% per year. a. The minimum salvage (market) value is s (Round to the nearest cent.) b. The fuel cell IRR is 1%. (Round to two decimal places.)

Explanation / Answer

answer -1

answer -2

Year

Year

annual savings

1

350

312.5

0

-1900

2

350

279.0179

1

350

3

350

249.1231

2

350

4

350

222.4313

3

350

5

350

198.5994

4

350

6

350

177.3209

5

350

7

350

158.3222

6

350

present value of annual savings

1597.315

7

350

less cost of machine

1900

IRR =Using IRR function in MS excel =irr(-1900,350,350,350,350,350,350,350)

6.79%

NPV

-302.685

Minimum Market value at the end of year that make fuel cell   worth purchase

302.6852*(1.12^7)

669.14

answer -1

answer -2

Year

Year

annual savings

1

350

312.5

0

-1900

2

350

279.0179

1

350

3

350

249.1231

2

350

4

350

222.4313

3

350

5

350

198.5994

4

350

6

350

177.3209

5

350

7

350

158.3222

6

350

present value of annual savings

1597.315

7

350

less cost of machine

1900

IRR =Using IRR function in MS excel =irr(-1900,350,350,350,350,350,350,350)

6.79%

NPV

-302.685

Minimum Market value at the end of year that make fuel cell   worth purchase

302.6852*(1.12^7)

669.14

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