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ANTONII [103]
2 years ago
8

Nakama Corporation is considering investing in a project that would have a 4 year expected useful life. The company would need t

o invest $168,000 in equipment that will have zero salvage value at the end of the project. Annual incremental sales would be $520,000 and annual cash operating expenses would be $300,000. In year 3 the company would have to incur one-time renovation expenses of $96,000. Working capital in the amount of $10,000 would be required. The working capital would be released for use elsewhere at the end of the project. The company uses straight-line depreciation on all equipment. The income tax expense in year 2: ___________
Business
1 answer:
Fed [463]2 years ago
5 0

Answer:

We have to assume specific tax rate to come up with the income tax expenses. Let assume the tax rate is 30%.

The income tax expense in year 2: $53,400.

Explanation:

We have:

Depreciation expenses of the equipment in the second year = (Initial cost - salvage value) / Useful life = (168,000 - 0)/4 = $42,000.

Profit before tax in year 2 = Sales in year 2 - operating expenses in year 2 - Depreciation expenses in year 2 = 520,000 - 300,000 - 42,000 = $178,000.

Income tax expense in year 2 = Profit before tax in year 2 x tax rate = 178,000 x 30% = $53,400.

So, the answer is $53,400.

You might be interested in
The mean monthly bill for a sample of households in a city is $70, with a standard deviation of $8.
Alenkinab [10]

Answer:

a) 39

b) 58

Explanation:

Data provided in the question:

Mean = $70

Standard deviation, s = $8

Number of households, n = 40

Now,

a) number of households whose monthly utility bills are between $54 and $86

z score for $54 = [ 54 - 70 ] ÷ 8                  [ z score = [ X - mean ] ÷ s]

or

z score for $54 = -2

z score for $86 = [ 86 - 70 ] ÷ 8                  [ z score = [ X - mean ] ÷ s]

or

z score for $54 = 2

Therefore,

P(between $54 and $86) = P(z = 2) - P(z = -2)

= 0.9772498 - 0.0227501

= 0.9544997

Therefore,

number of households whose monthly utility bills are between $54 and $86

= P(between $54 and $86)  × n

= 0.9544997 × 40

= 38.18 ≈ 39

b) In a sample of 20 additional house i.e n' = 40 + 20 = 60

thus,

number of households whose monthly utility bills are between $54 and $86

= P(between $54 and $86)  × n'

= 0.9544997 × 60

= 57.27 ≈ 58

8 0
2 years ago
Assume that you are 30 years old today, and that you are planning on retirement at age 65. You expect your salary to be $42,000
S_A_V [24]

Answer:

The answer to this question  can be defined as follows:

In point a, answer is "$61,303".  

In point b, answer is " $7,681,257.74".

In point c, answer is "$12,635".

Explanation:

Given value:

In point a:

Year 1 = 0.08(42,000)

          = $3,360

Time = 30 years

Rate Of  Growth  = 5%

Rate  Of Interest = 9%

Formula:

Present Value = \frac{P}{(r - g)}[1 - (\frac{(1 + g)}{(1 + r)})^n] \\

                         =\frac{3,360}{(0.09 - 0.05)}[1 - (\frac{1.05}{1.09})^{35}]\\\\

                         =\frac{3,360}{(0.04)}[1 - (0.270207895)]\\\\=\frac{3,360}{(0.04)}[ 0.729792105]\\\\=\frac{2452.10147}{(0.04)}\\\\= 61,302.5368 \\\\ = \bold{61,303}

In point b:

PV= [ \frac{P}{(r-g)}] \times [1-[\frac{(1+g)}{(1+r)}]^{n}]

      = [ \frac{1,040,000}{(11 \%-6\% )}] \times [1-[\frac{(1+6 \% )}{(1+11 \%)}]^{10}] \\\\= [ \frac{1,040,000}{(5 \%)}] \times [1-[\frac{1.06}{(1.11)}]^{10}] \\\\= [ \frac{1,040,000}{(5 \%)}] \times [1-[(0.954954955)]^{10}] \\\\= [ \frac{1,040,000}{(5 \%)}] \times [1- 0.630708763] \\\\= [ \frac{1,040,000}{(5 \%)}] \times 0.369291237\\\\= [ \frac{1,040,000}{(5 \%)}] \times 0.369291237\\\\= 20800000 \times 0.369291237 \\\\= 7,681,257.74

In point c:

PV= \frac{PMT \times (1- \frac{1}{1+r^n})}{r}\\

      = \frac{1200 \times 1- (\frac{1}{1.08^{24}})}{0.08}\\\\= \frac{1200 \times 1- (0.157699337)}{0.08}\\\\= \frac{1200 \times 0.842300663}{0.08}\\\\= \frac{1010.7608}{0.08}\\\\=12634.51\\\\= \bold{12635}

7 0
2 years ago
Murphy, Inc. prepaid $ 8,400 on October​ 1, 2018 for a one - year insurance premium. Coverage begins October 1. On January​ 1, 2
SVETLANKA909090 [29]

Answer:

The insurance prepaid account would have a debit balance of $6,300

Explanation:

The initial amount paid is recorded thus:

Dr Insurance prepaid   $8,400

Cr Cash                                        $8,400

The $8400 insurance prepaid for 12 months translates to an insurance expense of $700 per month, however from October 1 to the end of the year means that three months of insurance expense must recorded in the year.

Three months insurance expense=$700*3

                                                        =$2100

The recording of this is shown as :

Dr Insurance expense  $2,100

Cr Insurance prepaid                 $2100

The entries would leave a balance of $6,300 debit in the prepaid insurance account($8400-$2100)

4 0
2 years ago
Read 2 more answers
Caitlin, Chris, and Molly are partners and share income and losses in a 3:4:3 ratio. The partnership’s capital balances are Cait
natka813 [3]

Answer:

Pauls' share in partnership=(131000+91000+111000+171000)*0.15%= $75600

Balance in Caitlin’s capital account immediately after Paul’s admission = 131000-(75600-71000)*30%= $129160

6 0
2 years ago
Farmers and ranchers are considered to be part of the ________ which is the subdivision of the food industry that produces agric
cupoosta [38]

Answer: producers sector

Explanation:

Farmers, rancher, and so on are part of the producers sector of the food industry where they engage in the production of raw food, fiber, and other agricultural products or commodities. In the case of farmers, they work the land and/or keep livestock, especially on the farm. Ranchers operate large plots of land for raising cattle, sheep or other livestock.

other major sectors of the food industry would include: -Farm Service , Processors , and Marketers.

8 0
2 years ago
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