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Rainbow [258]
2 years ago
6

The maintenance expense (paid at the end of the year) on a machine, with 6 years of useful life, is expected to be (in constant

dollars of year 0) $5,000 during the first year and to increase (in constant dollars) $500 each year for the following five years. The average inflation rate for the next 6 years is calculated to be 3%. What is the equivalent equal annual maintenance cost (in actual dollars) for the machinery if the interest rate is 8%
Business
1 answer:
Amanda [17]2 years ago
7 0

Answer: $1387.5

Explanation:

Given data:

Useful life of the machine = 6years

Inflation for the 6years period = 3%

Interest rate = 8%.

Cost of maintenance = $5000

Yearly increments = $500 for five years.

Solution:

Total cost of maintenance for five years

= cost of maintenance + yearly increments x 5

= $5000 + $500(5)

= $5000 + $2500

= $7500.

Interest rate on the machinery = 8%

= 0.08 x $7500

= $600

Inflation rate

= 0.03 x 7500

= $225

Equal yearly maintenance cost

= $7500 + $600 + $225/ 6

= $8325/6

= $1387.5

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$723,000

Explanation:

Calculation to determine what was Jennings reported net income in 2020

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Let Plug in the formula

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2020 Net income=$373,000+$350,000

2020 Net income=$723,000

Therefore Jennings reported net income in 2020 is $723,000

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The issuer must be of the organization where <u>Securities issued by nonprofit organizations are exempt from </u><u>federal registration</u><u>, regardless of how they are sold.</u>

<h3>What is federal registration?</h3>
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Your neighborhood self-service laundry is for sale and you consider investing in this business. For the business alone and no ot
Oduvanchick [21]

Answer:

  • The complete present value calcuation is below.

  • The net present value of this project is: $77,930.58 (assuming a value for the sale of the business equal to the purchase price).

Explanation:

For this problem, the first and basic question is:

  • <em>Prepare a net present value calculation for this project. What is the net present value of this project?</em>

<em />

<h2>Solution</h2>

The net present value is equal to: the present value of the future cash flows less present value of the investements.

<u>1. Present value of the future cash flows:</u>

The discount factor is equal to 1 / [1 + (1 + r)ⁿ]

Where:

  • r = 5% = 0.05
  • n = the number of year

Year     Cash flow     Discount factor     Present value

1            $30,000       1/(1 + 0.05)             $30,000/1.05 = $28,571.43

2           $30,000       1/(1 + 0.05)²           $30,000/(1.05)² = $27,210.88

3           $30,000       1/(1 + 0.05)³           $30,000/(1.05)³ = $25,915.13

4           $30,000       1/(1 + 0.05)⁴           $30,000/(1.05)⁴ = $24,681.07

5           $30,000       1/(1 + 0.05)⁵           $30,000/(1.05)⁵ = $23,505.78

5           $240,000*   1/(1 + 0.05)⁵           $240,000/(1.05)⁵ = $188,046.28

*For the year 5 you must also consider the value of the business, which is unknow. You should have some information about it. Although unrealistic, at this stage we can just assume a value: let's say it is the same purchase price: $240,000. That is what the last line shows:

The discount the value of the value of the business is:

  • $240,000 / (1.05)⁵ = $188,046.28

The total present value of the future cash flows is the sum of the present values of all the cash flows:

$28,571.43 + $27,210.88 + $25,915.13 + $24,681.07 + $23,505.78 + $188,046.28 = $317,930.58

<u>2. Calculate the net present value:</u>

  • Net present value =

                     = Total present value of future cash flows - investment

  • Net present value = $317,930.58 - $240,000 = $77,930.58
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