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Goshia [24]
2 years ago
5

Burton Bush wants to retire in Arizona when he is 80 years of age. Burton, who is now 55, believes he will need $500,000 to reti

re comfortably. To date, he has set aside no retirement money. If he gets an interest rate of 6% compounded annually, he will have to invest today (use the tables in the handbook):__________
Business
1 answer:
Rudik [331]2 years ago
8 0

Answer:

$116,499.15

Explanation:

To find the amount he will have to invest today, we have to find the present value of $500,000 at the 6% interest rate

PV = FV (1+r)^-n

PV = Present value

FV = Future value = $500,000

R = interest rate = 6%

N = number of years = 25

$500,000 ( 1 + 0.06) ^-25 = $116,499.15

I hope my answer helps you

You might be interested in
The following table shows a person's nominal and real wages for three years, as well as the price level (price index) for each y
matrenka [14]

Answer:

Year  Nominal wage  Real wage  Price level  Inflation rate

1                  $7                  $5                140             Nil

2                 $9                  $6                150               7.14 %

3                 $12                 $7.5             160              6.67 %

Explanation:

Note: The table for the question is attached as picture

Price level in Year 1 = (Nominal wage in year 1/Real wage in year 1) * 100  

Price level in Year 1 = ($7.00 / $5.00) * 100

Price level in Year 1 = 1.4 * 100

Price level in Year 1 = 140

Real wage in Year 2 = (Nominal wage in year 2 / Price level in year 2) * 100.

Real wage in Year 2 = ($9.00 / 150.00) * 100

Real wage in Year 2 = $6

Nominal wage in Year 3 = (Real wage in Year 3 * Price level in Year 3) / 100.

Nominal wage in Year 3 = ($7.50 * 160) / 100

Nominal wage in Year 3 = $1,200 / 100

Nominal wage in Year 3 = $12

Inflation rate in Year 2 = (Price level in Year 2 - Price level in Year 1) / Price level in Year 1.

Inflation rate in Year 2 = (150 - 140) / 140

Inflation rate in Year 2 = 10 / 140

Inflation rate in Year 2 = 0.0714

Inflation rate in Year 2 = 7.14 %

Inflation rate in Year 3 = (Price level in Year 3 - Price level in Year 2) / Price level in Year 2.

Inflation rate in Year 3 = (160 - 150) / 150

Inflation rate in Year 3 = 10 / 150

Inflation rate in Year 3 = 0.0667

Inflation rate in Year 3 = 6.67%.

6 0
2 years ago
The time for the current iteration is up and one of the features isn't complete. What do you do?
VARVARA [1.3K]

Answer:

Stop working and add the incomplete feature back into the backlog.

Explanation:

In case a task could not be completed in the current iteration, it is best to add it to the backlog, so that in subsequent iterations it will be completed (giving it priority, of course).  

Of course, it is not convenient to extend the iteration time just to finish the incomplete task. Also, we should not add it directly to the next iteration because we would be altering its structure. So the most appropriate thing to do, is to leave it marked as a priority to be included in the next iterations.

5 0
2 years ago
Roselawn Company reported net sales of $90,000 and net income of $18,000 for the previous year ended December 31. The company re
gregori [183]

Answer:

The company’s profit margin for the current year ended December 31 (rounded to the nearest decimal point) is 20%

Explanation:

Use the following formula to calculate the Profit Margin

Profit Margin = \frac{Net Income}{Net Sales} X 100

Where

Net Income = $20,000

Net Sales = $100,000

Placing values in the formula

Profit Margin = \frac{20000}{100000} X 100

Profit Margin = 0.2 x 100

Profit Margin = 20%

5 0
2 years ago
A project requires an initial fixed asset investment of $148,000, has annual fixed costs of $39,800, a contribution margin of $1
svetlana [45]

Answer:

The firm needs to sale for 5,708 units to break even finnancially.

Explanation:

<u>We convert the fixed asset investment into an annuity:</u>

PV \div \frac{1-(1+r)^{-time} }{rate} = C\\

PV 148,000

time 3

rate 0.15

148000 \div \frac{1-(1+0.15)^{-3} }{0.15} = C\\

C  $ 64,820.590

Now, the amount above the annual fixed cost of 39,800 will be considered a gain for tax purposes, we need to increase it by 21% o give the sales before taxes.

before taxes target contribution:

64,820.59 / 1.20 = 54,017.16

We also have a depreciation component which generates a tax shield:

(148,000 / 3) x 21% = (10,360)

<em>Now, we solve for the break even point of the sum of this components:</em>

39,800 + 54,017.16 - 10,360= 83,457.16‬ dollars

Each units generates 14.62 dollars we divide and obtain the sales per year in untis:

83,457.16 / 14.62 = 5.708,42

7 0
2 years ago
"Ayres Services acquired an asset for $80 million in 2021." The asset is depreciated for financial reporting purposes over four
Greeley [361]

Answer:

a. The cumulative temporary book-tax difference for the depreciable asset are as follows:

December 31, 2021 = $60 million

December 31, 2022 = $40 million

December 31, 2023 = $20 million

December 31, 2024 = $0

b. The balance to be reported in the deferred tax liability account are as follows.

December 31, 2021 = $15 million

December 31, 2022 = $10 million

December 31, 2023 = $5 million

December 31, 2024 = $0

Explanation:

Note: See the attached excel file for the calculation of cumulative temporary book-tax difference for the depreciable asset and the balance to be reported in the deferred tax liability account for December 31 of years 2021, 2022, 2023 and 2024 in bold red color.

In the attached excel file, the following formula are used:

Cumulative Temporary differences at December 31 of the current year = Cumulative Temporary differences at December 31 of the previous year + (Depreciation on the tax return at December 31 of the current year - Depreciation on the income statement at December 31 of the current year)

Balance to be reported in deferred tax liability account at December 31 of the current year = Cumulative Temporary differences at December 31 of the current year * Tax rate

Download xlsx
3 0
2 years ago
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