In: Finance
Two methods can be used to produce solar panels for electric power generation. Method 1 will have an initial cost of $560,000, an AOC of $170,000 per year, and $115,000 salvage value after its 3-year life. Method 2 will cost $870,000 with an AOC of $115,000 and a $170,000 salvage value after its 5-year life. Assume your boss asked you to determine which method is better, but she wants the analysis done over a three-year planning period. You estimate the salvage value of Method 2 will be 28% higher after three years than it is after five years. If the MARR is 11% per year, which method should the company select?
The company should select method 1 or method 2 ?
| 
 Year  | 
 Method 1  | 
 Method 2  | 
 PV Factor Calculation  | 
 PV Factor @ 11 % (F)  | 
 Method 1  | 
 Method 2  | 
| 
 Cash Flow C1  | 
 Cash Flow C2  | 
 PV = C1 x F  | 
 PV = C2 x F  | 
|||
| 
 0  | 
 $560,000  | 
 $870,000  | 
 1/(1+11%)^0  | 
 1  | 
 $560,000  | 
 $870,000  | 
| 
 1  | 
 $170,000  | 
 $115,000  | 
 1/(1+11%)^1  | 
 0.900900901  | 
 $153,153  | 
 $103,604  | 
| 
 2  | 
 $170,000  | 
 $115,000  | 
 1/(1+11%)^2  | 
 0.811622433  | 
 $137,976  | 
 $93,337  | 
| 
 3  | 
 $55,000  | 
 ($102,600)  | 
 1/(1+11%)^3  | 
 0.731191381  | 
 $40,216  | 
 ($75,020)  | 
| 
 NPC  | 
 $891,344  | 
 $991,920  | 
Cash flow or cost for year 3 for Method 1 = Annual operating cost – salvage value
= $ 170,000 - $ 115,000 = $ 55,000
Cash flow or cost for year 3 for Method 2 = Annual operating cost – salvage value
= $ 115,000 – [$ 170,000 x (1.28)]
= $ 115,000 - $ 217,600 = - $ 102,600
As the present value of cost for Method 1 is less than Method 2 for a range of three year periods, Method 1 should be selected.