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Ugo [173]
3 years ago
8

Fordon Corporation purchased a piece of equipment for $50,000. It estimated a 8-year life and $2,000 salvage value. At the end o

f year 4 (before the depreciation adjustment), it estimated the new total life to be 10 years and the new salvage value to be $4,000. Compute the revised depreciation. Company uses straight-line depreciation method. (Round answer to 0 decimal places, e.g. 125.) Revised depreciation
Business
1 answer:
svet-max [94.6K]3 years ago
6 0

Answer:

Revised Depreciation charge per year is $2,200

Explanation:

Revised Depreciation can be calculated in 3 steps:

<u>Step 1:</u> Annual Depreciation charge of Equipment using initial estimate

Depreciation charge = (Cost of Asset – Salvage Value) / Useful life

Depreciation charge = ($50,000 - $2,000) / 8 years = $6,000 per year

<u> </u>

<u>Step 2:</u> Calculate Net Book Value of Equipment at the end of year 4

Cost of Asset:                                                                            $50,000

Less: Accumulated Depreciation of 4 Years ($6,000 x 4):    ($24,000)

Net Book Value:                                                                    $26,000

<u> </u>

<u>Step 3:</u> Calculate Revised Depreciation charge using the revised useful life

Revised Depreciation charge = (Net Book Value of Asset at the end of Year 4  – New Salvage Value) / Revised Useful life

Revised Depreciation charge = ($26,000 - $4,000) / 10 Years = $2,200 per year

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Answer:

The correct answer is letter "A": can be used to estimate the projected cost of completing the project.

Explanation:

The Cost Performance Index or CPI measures the projected cost of work completed compared to the current cost spent. The CPI represents a ratio of earned value to actual cost. If the CPI is greater than one, the project is under budget. When the CPI equals one the planned and actual costs are equal. If the CPI is higher than one, the project is over budget.

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Suppose a bond has a $1,000 face value, a market price of $1,045.00, and pays a coupon of $80 annually. What is the bond's coupo
Lunna [17]

Answer:

8%

Explanation:

The Coupon rate can be defined as the rate of interest that is paid by issuers of bond on the face value of the bond. This is the periodic interest rate that is paid by bond issuers to their purchasers.

For this question

The face value of the bond is 1000 dollars

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you wish to buy a $25,000 car. the dealer offers you a 4-year loan with a 9 percent apr. what are the monthly payments?
NeTakaya

In order to buy a car worth $25,000 a monthly payment of $622.12 is required.

Mortgages are one type of loan that frequently has a structure that calls for a stream of identical monthly payments. The lender can assess whether the customer's budget can support equal monthly payments by doing so.

Suppose the monthly payment is M.

With 9 percent APR, the effective monthly rate is 9%/12 = 0.75%.

There will be 12 x 4 years, or 48 monthly payments.

The face value of the loan must be equal to the present value of these monthly payments, or

{}\sum_{t=1}^{48}{\frac{M}{(1 + 0.75\%)^t}} = 25,000, {}

which yields M = 622.12.

If you only paid interest, the monthly payment would be calculated as follows: principal * monthly interest rate (9% /12) = 25,000*0.75% = 187.5.

The results would be that after five years, you would still owe the whole amount of $25,000 and would have to pay $11,250 in interest.

Learn more about loans:

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4 0
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