Answer:
I. Calculation of Payback Period:
Step 1: We must pick the year in which the outflows have become Zero or positive:
Year |
Proposal X |
Proposal Y |
Proposal Z |
|||
Cash Flow |
Cumulative Cash Flow |
Cash Flow |
Cumulative Cash Flow |
Cash Flow |
Cumulative Cash Flow |
|
0 |
(92,000.00) |
(92,000.00) |
(92,000.00) |
(92,000.00) |
(92,000.00) |
(92,000.00) |
1 |
90,000.00 |
(2,000.00) |
46,000.00 |
(46,000.00) |
92,000.00 |
- |
2 |
2,000.00 |
- |
46,000.00 |
- |
- |
- |
3 |
47,500.00 |
47,500.00 |
47,500.00 |
47,500.00 |
- |
- |
Step 2:
Particulars |
Proposal X |
Proposal Y |
Proposal Z |
Payback Period |
2 years |
2 years |
1 Year |
II. Calculation of accounting rate of return:
Formula= Average Profits or Inflows /Average Investment*100
Particulars |
Proposal X |
Proposal Y |
Proposal Z |
A. Average Investment |
92,000 |
92,000 |
92,000 |
B. Average Profits or Inflows |
= (90000+2000+47500)/3 = 46,500 |
= (46000+46000+47500)/3 = 46,500 |
= 92,000/1 |
C. Accounting Rate of Return (B/A) |
50.5435% |
50.5435% |
100.0000% |
III. Calculation of Net Present Value:
Formula= Cash Flow* Present Value factor
Year |
Proposal X |
Proposal Y |
Proposal Z |
||||||
Cash Flow |
Present Value Factor |
Present Value |
Cash Flow |
Present Value Factor |
Present Value |
Cash Flow |
Present Value Factor |
Present Value |
|
0 |
(92,000) |
1.000 |
(92,000) |
(92,000) |
1.000 |
(92,000) |
(92,000) |
1.000 |
(92,000) |
1 |
90,000 |
0.877 |
78,947 |
46,000 |
0.877 |
40,351 |
92,000 |
0.877 |
80,701 |
2 |
2,000 |
0.769 |
1,539 |
46,000 |
0.769 |
35,395 |
- |
0.769 |
- |
3 |
47,500 |
0.675 |
32,061 |
47,500 |
0.675 |
32,061 |
- |
0.675 |
- |
Total |
20,547 |
Total |
15,807 |
Total |
(11,299) |
||||
Hence, Proposal X is the best option to choose with highest Net Present Value ($20,547) and Payback period of 2 years & ARR of 50.5435% same as Project Y.
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