Compute the takt time for a service system that intended to perform a standardized service. The system will have a total work ti
1 answer:
You might be interested in
Answer:
net present value NPV = $79800
so correct option is D) $79,800
Explanation:
solution
we knw that Net Present value = PV of cash inflow - PV of cash outflow ............1
so here PV of cash outflow = $300000
and Net sales = $200000
expenses = $80000
Depreciation =
Depreciation = $50000
so Net income before taxes = Net sales - Depreciation - expenses
Net income before taxes = $200000 - $80000 - $50000
Net income before taxes = $70000
and Tax expenses @ 40% = $28000
so
Net income = Net income before taxes - Tax expenses
Net income = $70000 - $28000
Net income = $42000
and
Depreciation = $50000
Net cash inflow = Net income + Depreciation
Net cash inflow = $42000 + $50000
Net cash inflow = $92000
and
PVIFA @ 10% 5 years = $3.7908
so
PV of cash inflow = $348755
PV of salvage value = $50000 ×0.6209
PV of salvage value = $31045
and
so here Total PV of total cash inflow = $379800
and
net present value NPV = Total PV of total cash inflow - PV of cash outflow
net present value NPV = $379800 - $300000
net present value NPV = $79800
so correct option is D) $79,800