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gayaneshka [121]
2 years ago
9

Oxford Company has limited funds available for investment and must ration the funds among four competing projects. Selected info

rmation on the four projects follows:
Project Investment Required Net Present Value Life of the Project (years) Internal Rate of Return (percent)
A $860,000 $473,750 8 24
B 675,000 354,930 13 19
C 560,000 170,895 8 18
D 760,000 160,190 3 22
Project Investment Required Net Present Value Life of the Project (years)Internal Rate of Return (percent)

The net present values above have been computed using a 10% discount rate. The company wants your assistance in determining which project to accept first, second, and so forth.

1.Compute the project profitability index for each project.

2. In order of preference, rank the four projects in terms of net present value, project profitability index and internal rate of return.
Business
1 answer:
ddd [48]2 years ago
4 0

Answer: Please refer to Explanation,

Explanation:

1. The Profitability Index is a ratio analysis instrument that measures the amount of payoff per Investment. It is calculated with the following simple formula,

= Net Present Value / Investment Required.

Project A

= 473,750/ 860,000

= 0.55

Project B

= 354,930/ 675,000

= 0.53

Project C

= 170,895 / 560,000

= 0.31

Project D

= 169,190 / 760,000

= 0.22

2. - According to Net Present Value

a. Project A

b. Project B

c. Project C

d. Project D

- According to Project Profitability Index

a. Project A

b. Project B

c. Project C

d. Project D

- According to Internal Rate of Return

a. Project A

b. Project D

c. Project B

d. Project C.

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Answer:

Explanation:

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Answer:

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2 years ago
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Answer:

Ending Balance Due = $14,980.106

Total Interest = $780.106

Explanation:

solution

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interest = 0.12 × 21000 ×  \frac{70}{360}

interest = $490

so

payment = $2400 - $490

payment = $1,910

and adjusted balance  will be after that

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and

on 100 day

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Interest  =  $190.9

and

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So

adjusted balance  = $19090  - $4209.1

adjusted balance  = $14,880.9

and interest = $14,880.9 × 0.12  ×  \frac{20}{360}

interest = $99.206

so Ending Balance Due  will be

Ending Balance Due = $14,880.9 + $99.206

Ending Balance Due = $14,980.106

and

Total Interest = $490 + $190.9 + $99.206

Total Interest = $780.106

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Answer:

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