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We are evaluating a project that costs $1,180,000, has a five-year life, and has no salvage value. Assume that depreciation i

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1   Base Case Operating Cash Flow & NPV      
   
   Calculation of Depreciaion      
          
   Cost of Project   $1,180,000.00   
   Life   5 Years  
   Method of Depreciaion   Streight Line to zero  
          
   Depreciation/ Year   $1,180,000.00   
       5 Years  
          
   Depreciation/ year is   $236,000.00   
          
   Working of Operating Cashflow      
          
   Expected Units Sold/ Year   88,100.00   
   Selling Price/ Unit   $34.80   
   Expected Sales/ Year   $3,065,880.00   
   Variable Cost/ Unit   $21.05   
   Variable Cost/ Year   $1,854,505.00   
          
   Sales   $3,065,880.00   
Less   Variable Cost   $1,854,505.00   
       $1,211,375.00   
Less   Fixed Cost   $761,000.00   
       $450,375.00   
Less   Depreciaion   $236,000.00   
       $214,375.00   
Less   Tax @ 40%   $85,750.00   
       $128,625.00   
Add   Depreciation    $236,000.00   
   Net Cashflow   $364,625.00   
   Cummulative Annuity Value of 10% for 5 Years   3.791     
   NPV of Cash flow   $1,382,293.38   
   Cost of Project   $1,180,000.00   
   NPV   $202,293.37      
   So Base Case Operating Cashflow   $364,625.00   
   NPV   $202,293.37   
     
2   Sensitivity of NPV to change in Sales Figure      
   Let's assume that expected units sold reduced by 5000 units      
   Expected Units Sold/ Year   83,100.00   
   Selling Price/ Unit   $34.80   
   Expected Sales/ Year   $2,891,880.00   
   Variable Cost/ Unit   $21.05   
   Variable Cost/ Year   $1,749,255.00   
          
   Sales   $2,891,880.00   
Less   Variable Cost   $1,749,255.00   
       $1,142,625.00   
Less   Fixed Cost   $761,000.00   
       $381,625.00   
Less   Depreciaion   $236,000.00   
       $145,625.00   
Less   Tax @ 40%   $58,250.00   
       $87,375.00   
Add   Depreciation    $236,000.00   
   Net Cashflow   $323,375.00   
          
   Cummulative Annuity Value of 10% for 5 Years   3.791  
   NPV of Cash flow   $1,225,914.63   
   Cost of Project   $1,180,000.00   
   NPV   $45,914.62      
   So Base Case Operating Cashflow   $323,375.00   
   NPV   $45,914.62   
   Change in NPV      
   Old NPV   $202,293.37   
   New NPV   $45,914.62   
   Change in NPV   $156,378.75   
   Sensitivity of NPV to change in Sales figures   $31.28   
          
3   If there is a 500-unit decrease in projected sales, how much would the NPV drop?      
   Sensitivity of NPV is   $31.28   
   Change in Units Sold   500   
   So drop in NPV would be    $15,637.88   
   {500 units * $ 31.28)      
          
5   If there is $1 decrease in estimated variable costs, how much would the increase in OCF be?      
              Variable Cost/ Unit   $21.05   
   Decrease   $1.00   
   Revised Variable Cost/ Unit   $20.05   
   Selling Price/ Unit   34.8  
   Expected Units Sold/ Year   88100  
          
   Sales   $3,065,880.00   
Less   Variable Cost   $1,766,405.00   
       $1,299,475.00   
Less   Fixed Cost   $761,000.00   
       $538,475.00   
Less   Depreciaion   $236,000.00   
       $302,475.00   
Less   Tax @ 40%   $120,990.00   
       $181,485.00   
Add   Depreciation    $236,000.00   
   Net Cashflow   $417,485.00   
          
4   Sensitivity of OCF to change in variable cost      
   Old OCF   $364,625.00   
   New OCF   $417,485.00   
   Sensitivity in OCF   $(52,860.00)  
   Sensitivity in OCF/ Units Sold   $(0.60)

    Cummulative Annuity Value of 10% for 5 Years   3.791  
          
   NPV of Cash flow   $1,582,685.64   
   Cost of Project   $1,180,000.00   
   NPV   $402,685.63   
Change in NPV      
   Old NPV   $202,293.37   
   New NPV   $402,685.63   
   Change in NPV   $200,392.26   
   Sensitivity of NPV to change in Sales figures   2.2746   

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