In: Finance
ı have completed the calculations of strategy study. i calculated that if i have 1 factory in belgium our annual cost would be $1,2 million per annum. This is saving of $1.8000,000 millions ($900k when we start the project , $900k after 12 months. annual savings will star coming in only after 2nd year ie 24th month after. If i go for 2 factories option (Belgium and İtaly) than the annual savings go down to $300k per annum for 1 year on but i only have to invest $400k in the beginning. The finance director asked me to : show the inflows and outflows on a chart and calculate the payback and NPV for both options. She said I should only consider the first 5 years for the NPV calculations (discount rate is 20%)
Factory 1 | Factory 1& 2 |
Outflow | Inflow | Outflow | Inflow |
$1.2 million | $900k | $1.2 million | $600k |
$900k | $400k | $900k | |
$1.8000,000 millions | $1.8000,000 millions | ||
$1.8000,000 millions | $1.8000,000 millions | ||
$1.8000,000 millions | $1.8000,000 millions |
PAYBACK PERIOD
option 1
pay back period = add inflows up to the outflow
outflow = 1.2*1,000,000= 1,200,000
first year saving is = 900,000
1,200,000- 900,000= 300,000
next year saving is = 900,000
one month saving is = 90,000/12= 75,000
to get 300,000 4 months savings is required. (300,000/75,000=4)
so payback period = 1 year and 4 months.
option 2
outflo = ( 1.2*1,000,000= 1,200,000) +(400*1000=400,000) =1600000
savings = 600000+900000= 1500000
remaining = 1600000-1500000= 100000
3rd year saving is = 1800000
one month saving is= 18000000/12= 150000
one day saving is= 150000/30= 5000
to save 100000 it is required 20 days. (100000/30=20_
so payback period = 2 years and 20 days
NPV
inflow (option 1) | present value of 20% | cash flow | inflow (option 1) | present value of 20% | cash flow |
900000 | 0.8333 | 749970 | 600000 | 0.8333 | 416640 |
900000 | 0.6944 | 624960 | 900000 | 0.6944 | 924960 |
1800000 | 0.5787 | 1041660 | 1800000 | 0.5787 | 1041660 |
1800000 | 0.4823 | 868140 | 1800000 | 0.4823 | 868140 |
1800000 | 0.4019 | 723420 | 1800000 | 0.4019 | 723420 |
total | 4008150 | 3974820 |
option 1
NPV= present value of cash inflow- cash outflow
= 4008150-1200000= $2808150
option 2
NPV = 3974820- (1200000+400000)= $2374820