In: Accounting
Assume monetary benefits of an information system of $50,000 the first year and increasing benefits of $5,000 a year for the next four years (year 1 = 50,000; year 2- 55,000; year 3 = 60,000; year 4 = 65,000; year 5 – 70,000). One-time development costs were $90,000 and recurring costs beginning in year 1 were $40,000 over the duration of the system’s life. The discount rate for the company was 10 percent. Using a 5-year horizon, calculate the net present value of these costs and benefits. Also calculate the overall return on investment of the project and then present a break-even analysis. At what point does break-even occur?
You must use formula MS Excel for your calculations in the worksheet
Year |
Annual Monetary benefit |
recurring cost |
annual savings |
present value of annual savings |
|
0 |
-90000 |
-90000 |
|||
1 |
50000 |
40000 |
10000 |
9090.90909 |
|
2 |
55000 |
40000 |
15000 |
12396.6942 |
|
3 |
60000 |
40000 |
20000 |
15026.296 |
|
4 |
65000 |
40000 |
25000 |
17075.3364 |
|
5 |
70000 |
40000 |
30000 |
18627.6397 |
|
Net present value |
sum of present value of cash flow |
-17783.1246 |
|||
Overall rate of return |
(average annual savings/initial investment)*100 |
22.22% |
|||
Average annual savings |
(10000+15000+20000+25000+30000)/5 |
20000 |
|||
initial investment |
90000 |
||||
Year |
annual savings |
cumulative saving |
|||
0 |
-90000 |
||||
1 |
10000 |
10000 |
|||
2 |
15000 |
25000 |
|||
3 |
20000 |
45000 |
|||
4 |
25000 |
70000 |
|||
5 |
30000 |
20000 |
amount to be recovered |
||
Break even point of time |
Year before the final recovery+(amount to be recovered in final year/annual savings of final year) |
4+(20000/30000) |
4.67 |