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lutik1710 [3]
3 years ago
8

Your firm is selling a 3-year old machine that has a 5-year class life. The machine originally cost $580,000 and required an inv

estment in net working capital of $20,000 at the time of installation (recoverable when the machine is no longer in use). Your firm is selling the asset for $180,000. Your firm's marginal tax rate is 34%. What is the cash flow effect from selling this machine?
Business
1 answer:
djyliett [7]3 years ago
5 0

Answer:

$ + 195593.6

Explanation:

First lets calculate the After depreciation net book value of the machine by computing depreciation as per MACRS 5-year class

Year 1 % Dep = 20%

Year 2 % Dep = 32%

Year 3 % Dep = 19.20%

So NBV of machine after 3 years

= 580,000 - (580000*0.20)-(580000*0.32)-(580000*0.1920)

=$167,040

We calculate the net taxable value of the gain as

=180,000 - 167040 = $12,960

Tax = 12960*0.34 = $4406.4

Thus the net cash flow proceeds from the sale of machine are as follows,

NCF = 180,000 - 4406.4 + 20,000 = $195593.6

where $20,000 is the freed working capital.

Hope that helps.

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John and Sally Claussen are considering the purchase of a hardware store from John Duggan. The Claussens anticipate that the sto
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Answer:

Explanation:

Calculate maximum that should pay:

Compute present value of cash flows from the store, year 1 to 5 :

Annual cash flows are $70,000

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Number of years is 5

Present value of cash flows generated during 1 to 5 years =

= $287,013.82

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Desired rate of return on investment for 6 to 10 years is 10%

Desired rate of return on investment for 1 to 5 years is 7%

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= $70,000 x 3.79079 x 0.7130 = $189,198.33

Compute present value of cash flows from the store for years 11 o 20

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Desired rate of return on investment for 11 to 20 years is 12%

Desired rate of return on investment for 6 to 10 years is 10%

Desired rate of return on investment for 1 to 5 years is 7%

Number of years is 10

Present value of cash flows generated during 11 to 20 years = [annual cash flows x PVIFA (12%,10)] x PVIF (10%,5) x PVIF (7%,5)

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Calculate present value of estimated sale amount to be received for sale of store

Present value of estimted sale amount to be received = [Estimated sale amount x PVIF (12%,10)] x PVIF (10%,5) x PVIF (7%,5)

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Calculate total maximum amount that should be paid

Particulars Amount ($)

Present value of cash flows during 1 to 5 years         $287,013.82

Present value of cash flows during 6 to 10 years $189,198.33

Present value of cash flows during 11 to 20 years $175,100.98

Present value of estimated sale value                  $57,016.50

Maximum amount that C should pay to JD for store $708,329.63

Therefore, Maximum amount that should be paid $708,329.63

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Answer:

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When Applying the Overhead to a product:

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