In: Finance
You are considering creating a new product line in warehouse space that originally cost you $48,997 9 years ago.
What is this project's net present value (NPV)? Enter your answer in decimal format to two decimal places (e.g., $1,538.72 would be entered as 1538.72).
Machinery Cost = $ 9515 | |||
Scrap Value =$ 853 | |||
Life = 13 years | |||
Depreciation =(Machine cost-Scrap value)/13 | |||
9515-852/13= 666 | |||
working capital =$3687 | |||
PV of working capital at end of 13th year=3687 PVIF(9%, 13) | |||
1202.62 | |||
PV of scrap at end of 13th year = 853 PVIF (9%, 13) | |||
278.23 | |||
Annual sale =$9189 | |||
Operating cost =$1999 | |||
WACC = 9% | |||
Calculation of cash inflow | |||
Sale | 9189 | ||
Less | operating cost | 1999 | |
Less | Depreciation | 666 | |
Income | 6524 | ||
Less | Taxes(37%) | 2414 | |
Net income | 4110 | ||
Add | Depreciation | 666 | |
cash flow | 4776 | ||
PV of cashflow= 4776 PVAF(9%,13)=35757.45 | |||
Calculation of PV cash inflow | |||
($) | |||
PV of cashflow | 35757.45 | ||
PV of scrap | 278.23 | ||
PV of working capital | 1202.62 | ||
PV of cashinflow | 37238.3 | ||
Calculation of PV cash outflow | |||
($) | |||
Machinery cost | 9515 | ||
Working Capital | 3687 | ||
PV of cash outflow | 13202 | ||
NPV= | PV of cashinflow -PV of cashoutflow | ||
NPV= 37238.30-13202 | |||
NPV = | $ 24036.30 | ||