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grin007 [14]
3 years ago
9

Kansas Enterprises purchased equipment for $73,500 on January 1, 2021. The equipment is expected to have a five-year service lif

e, with a residual value of $6,450 at the end of five years. Using the double-declining balance method, depreciation expense for 2022 would be
Business
1 answer:
saveliy_v [14]3 years ago
3 0

Answer:

The answer is $17,640

Explanation:

Equipment was bought on Jan. 1, 2022 for $73,500. This is the historical cost of the asset.

Residual value is $6,450. This is the amount the equipment is being expected to sell for at the end of its useful life.

Useful life is 5 years.

To know the percentage to be used for the depreciation, we have:

100percent / 5 years

= 20 percent

Double-declining is 40 percent(20 percent x 2)

Depreciation for 2021 is

$73,500 x 40 percent

= $29,400.

Carrying amount at the end of 2021 which will also be for the beginning of 2022 is $44,100 ($73,500 - $29,400)

Depreciation for 2022:

$44,100 x 40 percent

$17,640.

Therefore, the depreciation for 2022 is $17,640.

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Verizon Manufacturing Company spent $400,000 in 2019 to inspect incoming components. Of the $400,000, $240,000 is fixed appraisa
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Answer:

The question is incomplete, the option include:

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Explanation:

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2. In 2020 the number of finished units with internal faults = $20,000* (1 -0.1) = $18,000.

3. In 2020, the projected cost of internal failure= $18,000 * $80= $1,440,000;

4. In 2019 the expense of internal failure= $20,000 * $80 = $1,600,000.

5. Projected shift in the cost of internal failure = <em><u>$1,600,000 - $1,440,000 = decrease of $160,000</u></em>

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The ________ documents the portion of work to be purchased, in enough detail so potential suppliers can decide if they feel they
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True or false: Researchers suggest that the one factor accounting for many of the failures of global teams is ineffective reward
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7 0
2 years ago
After deciding to acquire a new car, you realize you can either lease the car or purchase it with a three-year loan. The car you
muminat

Answer:

a. $15,369.28

b. $16,332.28

c. $19,347.60

Explanation:

a. What is the present value of purchasing the car?

PV of resale = SP ÷ (1 + r)^n ................................................. (1)

Where SP = Resales proceed = $20,500

r = discount rate = 6% annually = 0.06 annually = (0.06 ÷ 12) monthly = 0.005 monthly

n = number of periods = 3 years = 3 × 12 = 36 months

Substituting into equation (1), we have:

PV of resale = $20,500 ÷ (1 + 0.005)^36 = $17,130.7208354753

Net PV = Purchase price - PV of resale

            = $32,500 - $17,130.7208354753

Net PV = $15,369.28

Therefore,  the present value of purchasing the car $15,369.28.

b. What is the present value of leasing the car?

PV of future period payment can be calculated using the following formula:

PV of monthly payment = M × 1 - (1 + r)^-n ÷ r .......................................... (2)

Where,

M = monthly payment = $494

r = discount rate = 6% annually = 0.06 annually = (0.06 ÷ 12) monthly = 0.005 monthly

n = number of periods = 3 years = 3 × 12 = 36 months

Substituting into equation (2), we have:

PV of monthly payment = $494 × {[1 - (1 + 0.005)^-36] ÷ 0.005}

PV of monthly payment =  $16,238.2820221969  

PV of leasing the car = Today's payment + PV of monthly payment

                                   = $94 + $16,238.2820221969

PV of leasing the car = $16,332.28

Therefore, PV of leasing the car is $16,332.28.

c. What break-even resale price in three years would make you indifferent between buying and leasing?                    

This will be calculated by equating the PV of leasing the car to the difference between the purchase price and the PV of resale as follows:

PV of leasing car = Purchase price - PV of resale

$16,332.28 = $32,500 - PV of resale

Solving for PV of resale, we have:

PV of resale = $16,167.72.

The future value (FV) of resale price in 3 years can be calculated as follows:

FV of resale = PV of resale × (1 + r)^n

FV of resale = $16,167.72 × (1 + 0.005)^36 = $19,347.60

Therefore, the break even resale price in 3 years is $19,347.60.

7 0
3 years ago
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