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Romashka-Z-Leto
2 months ago
10

You have been asked by the president of your company to evaluate the proposed acquisition of a new special-purpose machine. The

machine's total price including installation and delivery is $90,000. The machine falls into the three-year class using straight-line depreciation method, and it will be sold after three years for $0. The use of this new machine will bring revenue of $40,000 for the first year, $45,000 for the second year, and $50,000 for the third year. The annual maintenance expense of $5,000 for the first year, $6,000 for the second year, and $7000 for the third year. The firm's marginal tax rate is 21 percent and the required rate of return is 10%. a. What is the initial investment at t=0 ? (keep your number as a whole number: example of answer format: $1,000 or if it's negative, then -$1,000.00) b. What is the Cash Flow at year 1 ? ( keep your number as a whole number: example of answer format: $1,000 or if it's negative, then -$1,000.00) c. What is the Cash Flow at year 3 ? ( keep your number as a whole number: example of answer format: $1,000 or if it's negative, then -$1,000.00) d. What is NPV ? ( keep your number to two decimals: example of answer format: $1,000.00 or if it's negative, then -$1,000.00)
Business
1 answer:
Katen [3.5K]2 months ago
3 0

Answer:

a. What is the initial investment at t=0?

  • -$90,000

b. What is the Cash Flow at year 1?

  • $33,950

c. What is the Cash Flow at year 3?

  • $40,270

d. What is NPV?

  • $1,788.50

Explanation:

Initial investment amounts to $90,000

Annual depreciation calculated using straight-line depreciation method = $90,000 / 3 = $30,000

Year 1 cash flow = [($40,000 - $5,000 - $30,000) × 0.79] + $30,000 = $33,950

Year 2 cash flow = [($45,000 - $6,000 - $30,000) × 0.79] + $30,000 = $37,110

Year 3 cash flow = [($50,000 - $7,000 - $30,000) × 0.79] + $30,000 = $40,270

Using an Excel spreadsheet, I calculated the NPV = $1,788.50

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Clarification:

It's essential to adhere to the accounting equation when preparing a balance sheet, which states: Assets = Equity + Liabilities

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