A recently hired chief executive officer wants to reduce future production costs to improve the company’s earnings, thereby increasing the value of the company’s stock. The plan is to invest $96,000 now and $60,000 in each of the next 4 years to improve productivity. By how much must annual costs decrease in years 5 through 15 to recover the investment plus a return of 13% per year? The annual cost decreases by $
Answer:
Let x be the annual decreases in cost.
r=15%
Initial Investment P=$96,0000
Annual investment A=$40,000
to recover investment
PV of investment =PV of Annual Decrease in cost
P+A*(1-(1+r)^-4)/r=x*(1-(1+r)^-11)/{r*(1+r)^4}
96000+40000*(1-(1+15%)^-4)/15%=X*(1-(1+15%)^-11)/{15%*(1+15%)^4}
X=$70244.52
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