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prohojiy [21]
3 years ago
13

Your firm needs a computerized machine tool lathe which costs $54,000 and requires $12,400 in maintenance for each year of its 3

-year life. After three years, this machine will be replaced. The machine falls into the MACRS 3-year class life category. Assume a tax rate of 35 percent and a discount rate of 11 percent. If the lathe can be sold for $5,400 at the end of year 3, what is the after-tax salvage value?
Business
2 answers:
drek231 [11]3 years ago
8 0

Answer:

$2467.49

Explanation:

As we know that MACRS 3-year class life category is: 33.33 percent, 44.44 percent, 14.82 percent, and 7.41 percent

We need to find the book value of the machine tool lathe, which is 3 years from now:

Book value = 54,000 - 54,000*33.33% - 54,000*44.44%  -  54,000*14.82 %

= $4,001.4

The tax will be based on the profit you have from selling the machine, so:

  • The profit = 12,400 - 4,001.4  = $8398.6

Therefore, our taxes are: $8398.6*0.35 = $2932.51

So, the after tax salvage value of the machine is the money you received on the sale minus the taxes you have to pay, that is:

  • After tax- Salvage Value = $5,400 - $2932.51= $2467.49

Hope it will find you well.

____ [38]3 years ago
5 0

Answer:

The salvage value after tax is  $4910.49

Explanation:

Given Data;

Cost value = $54,000

MACRS = 3-year class life category

Cost of maintenance = $12,400

Tax rate = 35%

Discount rate =11%

Sales value = $5,400

after-tax salvage value =?

The MACRS class depreciation rate for 3 years is;

33.33% 44.44% 14.82% and 7.41%

Total depreciation rate = 33.33% +44.45% +14.81%

                                      =92.59%

Therefore remaining book value = 100%-92.59%

                                                       =7.41%

The book value of asset after 3 years = cost of asset *remaining book value

                                                                   $54,000 * 7.41%

                                                                   $54,000 *0.0741

                                                                   $4001.4

The profit gain  = Sales value - book value after 3 years

The profit gain   =$ 5400 -4001.4

                            = $1398.6

From the question a tax rate of 35% was paid

Therefore Tax on profit = profit gain *35%

                                        =  $1398.6 *0.35

                                        = $489.51

The salvage value after tax= salvage value - tax on profit

                                             = $5400 - $489.51

                                             =$4910.49

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Matthew needed money for some unexpected expenses, so he borrowed $2,587.09 from a friend and agreed to repay the loan in three
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Answer:

The agreement is offering an implied interest rate of 10.16%.

Explanation:

Matthew borrowed $2,587.09 from his friend, but he will return $2,850, as 950 x 3 = 2,850.

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As 2,587.09 is the 100% of the loan, we have to know the percent that 262.91 represents in order to know the interest rate. We can know it by using a crossed multiplication:

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3 years ago
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On January 1, 2016, Pharoah Corporation acquired machinery at a cost of $1560000. Pharoah adopted the straight-line method of de
gladu [14]

Answer:

$218,400.

Explanation:

Depreciation is a method that is used by companies to allocate the cost of property, plant, and equipment over its useful life. The amount of depreciation is charged to P&L statements and is expensed out. The purpose of depreciation is incorporate the loss in the value of asset over time, also it is used for taxation purposes. There are two methods of depreciation:

1) Straight-line: The cost is allocated evenly over its useful life.

2) Reducing/Declining: Higher depreciation expense is charged in the initial years.

In this case, the company used the straight line method for first 3 years, that is from January 1, 2016 to December 31, 2018, and then switched to double declining method.

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Under straight line method, the depreciation expense is calculated as follows:

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This amount will be charged to P&L statement each year. Since, the company has used straight-line method for three years, so the book value at the end of third year will be $1,092,000 [1,560,000 - (156,000 * 3)].

<u>Switching to Double-Declining Method</u>

The formula to be used for double-declining method is given below;

Depreciation = Book value period start * Straight-line depreciation rate * 2

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