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Aloiza [94]
3 years ago
8

A Firm needs to replace most of its machinery in five years at a cost of $500,000. The company wishes to create a sinking fund t

o have this money available in five years. How much should the quarterly deposits be if the fund earns 8%
Business
1 answer:
DaniilM [7]3 years ago
6 0

Answer:

The quarterly deposit required is $ 20,578.36

Explanation:

in order to determine the needed quarterly deposit, we make use of pmt formula in excel, which is given as :

=-pmt(rate,nper,-pv,fv)

rate is the rate of return on the deposit at 8% per year but 2% per quarter(8%/4)

nper is number of deposits required in the fund,which number of years ,5 multiplied by 4(4 deposits per year)

pv is the present of the value of the future amount which is zero as it is not required.

Fv is the amount expected in 5 years which is $500,000

=-pmt(2%,20,0,500000)

pmt= $20,578.36

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Explanation:

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3 years ago
The most effective means of increasing productivity and overcoming economic crisis in the Late Middle Ages came from Select one:
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c. technological advances

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6 0
3 years ago
Culver Company has the following securities in its portfolio on December 31, 2017. None of these investments are accounted for u
SIZIF [17.4K]

Answer:

unrealized loss (OCI)            500 debit

trading securities- wallace 5,200 debit

      trading securities gordon                4.200 credit

     trading securities - martin                 1,600 credit

cash                           66,300 debit

loss on investment     6,900 debit

   trading securities - gordon         73,200 credit

--to record sale of gordon securties --

trading securities earnhart corp 53,800 debit

                         cash                                53,800 credit

--to record purchase of earnhart--

unrelized loss(OCI)  7,100  debit

trading securities earnhart corp 3,700 credit

trading securities- wallace        3,400 credit

-- 2018 year-end adjustment--

Explanation:

gordon 77,600 - 73,200 =    (4,100)

wallace 172,900 - 167,700 = 5,200

martin 63,500 - 65,100 =   <u>  (1,600)  </u>

         Total adjustment           (500)

We will declare as other comprehensive incoem the unrealized loss of 500 dollar for the period

At sale date we compare the proceeds and the cost to check for the earning or losses:

1,500 shares x $45 each less 1,200 fees = 66,300

                        gordon shares book value <u>(73,200)</u>

                       loss on investment                 6,900

Earnhart corp:

700 shares x $75 each plus 1,300 fees: 53,800

year-end adjusting 2018

earnhart 50,100 - 53,800 = (3,700)

wallace 61,700 - 65,100 =    (3,400)

martin   167,700 - 167,700 = <u>         0</u>

unrealized loss                    (7,1 00)

3 0
3 years ago
An investment project has annual cash inflows of $4,400, $3,900, $5,100, and $4,300, for the next four years, respectively. The
RoseWind [281]

Answer:

Discounted payback period shall be as follows:

a. 1 year 7.36 months

b. 2 years 3.27 months

c. 3 years 2.9 months

Explanation:

a. Payback period in case of cash outflow = $5,700

For calculating the pay back period we shall firstly discount the cash flows to present value @14 %.

Year         Cash Flow         PV Factor           PV of Cash Flow       Cumulative

                                                                                                            Cash Flow

0                 -  $5,700            1                             - $5,700                    -5,700

1                     $4,400         0.877                         $3,858.8                -$1,841.2

2                    $3,900         0.770                         $3,003                    $1,161.8

Since the cumulative cash flows are positive in 2nd year payback period =

1 + \frac{1,841.2}{3,003} \times 12 = 1 year and 7.36 months

b. Payback period in case of cash outflow = $7,800

For calculating the pay back period we shall firstly discount the cash flows to present value @14 %.

Year         Cash Flow         PV Factor           PV of Cash Flow       Cumulative

                                                                                                            Cash Flow

0                 -  $7,800            1                             - $7,800                    -7,800

1                     $4,400         0.877                         $3,858.8                -$3,941.2

2                    $3,900         0.770                         $3,003                    -$938.2

3                    $5,100          0.675                         $3,442.5                  $2,504.3

Since the cumulative cash flows are positive in 3rd year payback period =

2 + \frac{938.2}{3,442.5} \times 12 = 2 years and 3.27 months

b. Payback period in case of cash outflow = $10,800

For calculating the pay back period we shall firstly discount the cash flows to present value @14 %.

Year         Cash Flow         PV Factor           PV of Cash Flow       Cumulative

                                                                                                            Cash Flow

0               -  $10,800            1                          - $10,800                   -$10,800

1                   $4,400         0.877                         $3,858.8                 -$6,941.2

2                  $3,900         0.770                         $3,003                    -$3,938.2

3                  $5,100          0.675                         $3,442.5                   -$495.7

4                  $4,300          0.592                        $2,545.6                   $2,049.9

Since the cumulative cash flows are positive in 4th year payback period =

3 + \frac{495.7}{2,049.9} \times 12 = 3 years and 2.9 months

Final Answer

Discounted payback period shall be as follows:

a. 1 year 7.36 months

b. 2 years 3.27 months

c. 3 years 2.9 months

7 0
4 years ago
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