Answer:
Masters Machine Shop
PV of Salvage value = $74,000 x 0.683 = $50,542
Present value of total savings $449,126
less Present value of investments 494,888
Net Present Value $4,780
Step-by-step explanation:
a) Data Amount Present Value
Cash Outflow $450,000 $450,000
Initial spare parts 33,000 33,000
Annual Inventory 3,750 11,888
PV of investments $494,888
Project lifespan = 4 years
Discount rate = 10%
Annual pretax cost savings = $184,000
Tax rate 23% 42,320
After Tax savings $141,680
PV of Annuity of Tax savings = $141,680 x 3.170 = $449,126
Salvage value = $74,000
PV of Salvage value = $74,000 x 0.683 = $50,542
Present value of total savings $449,126
less Present value of investments 494,888
Net Present Value $4,780
b) Master Machine Shop's Net Present Value (NPV) is the difference between the cash inflows (savings) and the cash outflows (investments) for this four-year project