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A company wants to invest in a new computer system, and management has narrowed

ID: 2675093 • Letter: A

Question

A company wants to invest in a new computer system, and management has narrowed the choice to systems a and b. System a requires an up-front cost of $100,000, after which it generates positive after-tax cash flows of $60,000 at the end of each of the next 2 years. The system could be replaced every 2 years, and the cash inflows and outflows would remain the same. System b also requires an up-front cost of $100,000, after which it would generate postive after tax cash flows of $48,000 at the end of each of the next 3 years. System b can be replaced every 3 years, but each time the system is replaced, both the cash outflows and cash inflows would increase by 10%. The company needs a computer system for 6 years, after which the current owners plan to retire and liquidate the firm. The company's cost of capital is 11%. What is the NPV (on a 6 yr extended basis) of the system that adds the most value? Answer choices: $17,298.30 or $22,634.77 or $31,211.52 or $38,523.43 or $46,143.21

Explanation / Answer

A company wants to invest in a new computer system, and management has narrowed the choice to systems a and b. System a requires an up-front cost of $100,000, after which it generates positive after-tax cash flows of $60,000 at the end of each of the next 2 years. The system could be replaced every 2 years, and the cash inflows and outflows would remain the same. System b also requires an up-front cost of $100,000, after which it would generate postive after tax cash flows of $48,000 at the end of each of the next 3 years. System b can be replaced every 3 years, but each time the system is replaced, both the cash outflows and cash inflows would increase by 10%. The company needs a computer system for 6 years, after which the current owners plan to retire and liquidate the firm. The company's cost of capital is 11%. What is the NPV (on a 6 yr extended basis) of the system that adds the most value?

Answer choices:

$17,298.30 or

$22,634.77 or

$31,211.52

or $38,523.43

or $46,143.21

Time

System A

0

-100,000

-100,000

1

60,000

60,000

2

60,000-100,000=-40,000

60,000-110,000=-62000

3

60,000

60,000

4

60,000-100,000=-40,000

60,000

5

60,000

60,000

6

60,000

60,000

I/YR = 11. This

NPVA = $6,796.93. NPVB = $31,211.52.

Time

System A

0

-100,000

-100,000

1

60,000

60,000

2

60,000-100,000=-40,000

60,000-110,000=-62000

3

60,000

60,000

4

60,000-100,000=-40,000

60,000

5

60,000

60,000

6

60,000

60,000

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