Answer:
Given Initial Investment I=RM 8600
Before Tax MARR r=18%
Salvage value C=$0
Life of project = 6 years
PV of annual Saving A=S*(1-(1+r)^-n)/r
S=Annual saving
r= MARR
n= life of project
PV of expected saving = Probability * PV of annual saving
Sample calculation for design goal 90%
S=RM 3470
r=18%
n=6 years
Pv of Anual saving =3470*(1-(1+18%)^-6)/18%= RM 12136.68
PV of expected saving = 12136.68*0.25=RM 3034.17
Design Goal | Probability P | Annual Saving S | PV of Annual Saving A | PV of Expected saving =A*P |
90% | 0.25 | 3470 | 12136.68 | 3034.17 |
70% | 0.4 | 2920 | 10213.00 | 4085.20 |
50% | 0.25 | 2310 | 8079.46 | 2019.87 |
30% | 0.1 | 1560 | 5456.26 | 545.63 |
Total | 9684.86 |
for economically viable for this project NPV >0
NPV= Sum of PV of all Expected saving -initial investment=9684.86-8600=RM 1084.86
Since NPV is greater than 0 So this project is economically viable.
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