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larisa86 [58]
3 years ago
14

A project will produce cash inflows of $1,750 a year for four years. The project initially costs $10,600 to get started. In year

five, the project will be closed and as a result should produce a cash inflow of $8,500. What is the net present value of this project if the required rate of return is 13.75%?
What is the IRR for the project?
What is the PI for the project?
What is the payback period for the project?
(If the project never pays back then enter 0 for the answer).
What is the discounted payback period for the project? (If the project never pays back then enter 0 for the answer).
Business
1 answer:
LiRa [457]3 years ago
6 0

Answer:

Follows are the solution to the given choices:

Explanation:

\to CF_0 = -10600\\\\\to CF_1 to\  CF_4 = 1750\\\\\to CF_5 = 8500\\\\\to Rate =13.75 \%\\\\

calculating NPV:

   NPV = NPV(Rate,CF_1\ to \ CF_4) + CF_0

             = NPV(13.75 \% ,1750,1750,1750,1750,8500) -10600\\

             = \$ (1,011.40)

Calculating the IRR for the project:

IRR = IRR(CFs) \\\\

        = IRR(-10600,1750,1750,1750,1750,8500)\\\\ = 10.63 \%

Calculating the PI for the project:

PI = \frac{\text{PV of Future CFs}}{\text{Initial Investment}}

     = \frac{NPV(13.75 \% ,1750,1750,1750,1750,8500)}{10600}

     = \frac{\$ 9,588.60}{10600}\\\\ = 0.90

So what's the plan payback time? (if it's never given directly by the venture, enter 0 for the reply).  

\to 10600 - (1750+1750+1750+1750) = 3600\\\\

The  PB occurs in Y_5 = 4 + \frac{(8500-3600)}{8500}\\\\

                                   = 4 + \frac{(4900)}{8500}\\\\  = 4 + \frac{(49)}{85}\\\\ = 4.58 \ yrs

The program's payback method, (if it's never paid back by the project, enter 0 for the answer)  

Because CF's PV is $9,588.60, Disc Payback won't happen. '0' is the answer.

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Assume that we use a perpetual inventory system and that five identical units are purchased at the following dates and costs: Ap
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Explanation:

Data given:total unit

Cost of purchase with  data;

Date                  Amount

April 5                 $10

April 10                $12

April 15                $14

April 20                 $16

April 22                 $17

Total cost             69    

Average cost = total cost /total quantity

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The cost of the ending inventory is given on the balance sheet below

Date      Purchases              Cost of            Inventory Bal.   Avg Cost

                                            goods sold

April 5   $10* 1 unit= $10                -                        $10               10/1 = $10

April  10  $12* 1 unit=$12               -               10+ 12 = 22            22/2 = 11

April  15   $14* 1 unit=$14                  -           22+14 =36              36/3 = 12

April 20   $16* 1 unit= $16                  -          36 +16 =52            52/4 = 13

April 22    $17* 1 unit = $17                 -          52+17 =69            69/5 = 13.8

April 25             -           1 unit*13.8 = 13.80      69 - 13.8 = 55.20

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The following information is taken from the production budget for the first quarter: Beginning inventory in units 1000 Sales bud
olga2289 [7]

Answer:

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