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I am Lyosha [343]
3 years ago
11

Johnstone Company is facing several decisions regarding investing and financing activities. Address each decision independently.

(FV of $1, PV of $1, FVA of $1, PVA of $1, FVAD of $1 and PVAD of $1) (Use appropriate factor(s) from the tables provided.) 1. On June 30, 2021, the Johnstone Company purchased equipment from Genovese Corp. Johnstone agreed to pay Genovese $27,000 on the purchase date and the balance in eight annual installments of $4,000 on each June 30 beginning June 30, 2022. Assuming that an interest rate of 10% properly reflects the time value of money in this situation, at what amount should Johnstone value the equipment? 2. Johnstone needs to accumulate sufficient funds to pay a $570,000 debt that comes due on December 31, 2026. The company will accumulate the funds by making five equal annual deposits to an account paying 7% interest compounded annually. Determine the required annual deposit if the first deposit is made on December 31, 2021. 3. On January 1, 2021, Johnstone leased an office building. Terms of the lease require Johnstone to make 20 annual lease payments of $137,000 beginning on January 1, 2021. A 10% interest rate is implicit in the lease agreement. At what amount should Johnstone record the lease liability on January 1, 2021, before any lease payments are made?
Business
1 answer:
kipiarov [429]3 years ago
5 0

Answer and Explanation:

As per the data given in the question,

1)

Cash flow Amount               PV Factor at 10% for 8 annual installments                   Present Value

Installments $4,000                  5.3349                      $21,339.60

Down Payment $27,000           1                                $27,000

Value of equipment                                                    $48,339.60

Refer to the PVIFA factor

2)

Table or calculator function FVAD of $ 1

Future value $570,000

n = 5

i = 7.00%

Divided it by FV factor   6.1533    

Annual Deposit   $92,633.22

Refer to the FVAD table

3)

Table or calculator function PVAD of $ 1

Payment $137,000

n = 20

i = 10.00%

Multiplied by PV factor   9.36492

Liability $1,282,994.04

Refer to the PVAD table

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Answer:

$45,780  Operative Cash Flow  

$55,560  Cash Flow Ind Method  

Explanation:

$55,560  Cash Flow Ind Method  

$44,400  Net Income  

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-$6,720  Dividends  

-$10,320  Accounts Receivable  

$7,350  Accounts Payable  

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$45,780  Operative Cash Flow  

$44,400  Net Income  

$4,350  Depreciation  

-$10,320  Accounts Receivable  

$7,350  Accounts Payable  

To prepare the statement of cashflow it's necessary to calculate the difference between the balance on each year.

First we need the value of the Net Income and Depreciation of the year as initial value of the cash flow ($55,560+$4,350),  

then we deduct the amount of dividends paid during the year (-$6,720).  

Then we begin to calculate the Assets section, everytime that the Assets are higher than the past year we have to put money  

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Per Example: Accounts Receivable -$10,250.

Property decreased Cash flow which means that we buy some assets (-$8,190 )

Then with the Liabilities we do the same but in this case an increase in the liabilities means we have more money to our cash flow,

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Per Example: Accounts Payables $7,350.

The Cash provided by the operative activities try to find the cash inflows and outflows caused by the company's operations,  

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2 years ago
Assume a project has a sales quantity of 8,700 units, plus or minus 5 percent and a sales price of $69 a unit, plus or minus 2 p
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Answer:

$180,631.767

Explanation:

Given that,

Sales quantity = 8,700 units + (5% of 8,700)

                       = 8,700 units + 435 units

                       = 9,135 units

Sales price:

= $69 + (2% of $69)

= $69 + $1.38

= $70.38

Expected variable cost per unit = $12

Expected fixed costs = $280,000 - (2% of $280,000)

                                   = $280,000 - $5,600

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Profit before tax:

= Sales - Variable cost - Fixed cost - Depreciation

= (9,135 × $70.38) - ($12 × 9,135) - $274,400 - $68,000

= $642,921.3 - $109,620 - $274,400 - $68,000

= $190,901.3

Profit after tax:

= Profit before tax - Tax at 41%

= $190,901.3 - ($190,901.3 × 0.41)

= $190,901.3 - $78,269.533

= $112,631.767

Operating cash flow:

= Profit after tax + Depreciation

= $112,631.767 + $68,000

= $180,631.767

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Answer:

B. $154,700

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$150,000 + $1,500 + $1,000 + $2,200 = $154,700

7 0
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