In: Economics
An injection molding system has a first cost of $165,000 and an annual operating cost of $91,000 in years 1 and 2, increasing by $5,000 per year thereafter. The salvage value of the system is 25% of the first cost regardless of when the system is retired within its maximum useful life of 5 years. Using a MARR of 13% per year, determine the ESL and the respective AW value of the system. The ESL is 5 year(s) and AW value of the system is $
Salvage value = 25%*165000 = 41250
EUAC = NPW*MARR/(1-(1+MARR)^-time)
ESL (Economic service life) is the time at which EUAC is minimum.
NPW = Cashflow at year 0+NPV(13%, remaining cashflows)
or
NPW = 165000 + 41750/(1+MARR) for first case and so on
Basically we need to calculate the present values of cashflows and
sum it up.
ESL = 4 years
AW = EUAC = 133838.86