MARR = 10%
Using Excel for Economic Life analysis
Year | Discount factor | O&M cost | PV (O&M) | Cumulative (O&M) | Cumulative (O&M) + Initial Cost | Salvage value | PV (Salvage value) | NPV | (A/P,10%,n) | EUAC |
A | B | C | D=C*B | E | F=E+10000 | G | H=G*B | I=F-H | J | K = I*J |
1 | 0.90909 | 3000.00 | 2727.27 | 2727.27 | 12727.27 | 8000.00 | 7272.73 | 5454.55 | 1.10000 | 6000.00 |
2 | 0.82645 | 3500.00 | 2892.56 | 5619.83 | 15619.83 | 6500.00 | 5371.90 | 10247.93 | 0.57619 | 5904.76 |
3 | 0.75131 | 4000.00 | 3005.26 | 8625.09 | 18625.09 | 5000.00 | 3756.57 | 14868.52 | 0.40211 | 5978.85 |
4 | 0.68301 | 4500.00 | 3073.56 | 11698.65 | 21698.65 | 2500.00 | 1707.53 | 19991.12 | 0.31547 | 6306.61 |
5 | 0.62092 | 5000.00 | 3104.61 | 14803.26 | 24803.26 | 1000.00 | 620.92 | 24182.34 | 0.26380 | 6379.24 |
Discount factor | 1/(1+0.1)^n | |||||||||
(A/P,i,n) | i((1 + i)^n)/((1 + i)^n-1) |
As EUAC is lowest in yr 2 at 5904.76, Economic life = 2 yrs
Showing formula in excel
Year | Discount factor | O&M cost | PV (O&M) | Cumulative (O&M) | Cumulative (O&M) + Initial Cost | Salvage value | PV (Salvage value) | NPV | (A/P,10%,n) | EUAC |
A | B | C | D=C*B | E | F=E+10000 | G | H=G*B | I=F-H | J | K = I*J |
1 | =1/(1.1)^A24 | 3000 | =C24*B24 | =D24 | =10000+E24 | 8000 | =G24*B24 | =F24-H24 | =0.1*((1 + 0.1)^A24)/((1 + 0.1)^A24-1) | =I24*J24 |
2 | =1/(1.1)^A25 | 3500 | =C25*B25 | =E24+D25 | =10000+E25 | 6500 | =G25*B25 | =F25-H25 | =0.1*((1 + 0.1)^A25)/((1 + 0.1)^A25-1) | =I25*J25 |
3 | =1/(1.1)^A26 | 4000 | =C26*B26 | =E25+D26 | =10000+E26 | 5000 | =G26*B26 | =F26-H26 | =0.1*((1 + 0.1)^A26)/((1 + 0.1)^A26-1) | =I26*J26 |
4 | =1/(1.1)^A27 | 4500 | =C27*B27 | =E26+D27 | =10000+E27 | 2500 | =G27*B27 | =F27-H27 | =0.1*((1 + 0.1)^A27)/((1 + 0.1)^A27-1) | =I27*J27 |
5 | =1/(1.1)^A28 | 5000 | =C28*B28 | =E27+D28 | =10000+E28 | 1000 | =G28*B28 | =F28-H28 | =0.1*((1 + 0.1)^A28)/((1 + 0.1)^A28-1) | =I28*J28 |
Discount factor | 1/(1+0.1)^n | |||||||||
(A/P,i,n) | i((1 + i)^n)/((1 + i)^n-1) |
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