Respuesta :
Answer:
B
Explanation:
Net present value is a tool used to analyze how profitable a project by deducting the present value the difference between cash inflow and cash outflow over a period of time.
The formula is (cash flow)/(1+r)^i
Revenue - $750,000
Expenses - $650,000
Increase in net income - 100,000
Annual depreciation charge - 650000/5 =$130,000
Discount rate - 12%=3.605
Present cash value =( $100,000+$130000) = $230,000
Please note that depreciation is added back as it is a non cash expenses
Present value of cash flow = annual cash flow * discount rate
=$230,000*3.605 =829,150
Net present value = 829150-650000= 179,150
Answer:
Option B. $179,150 NPV Â
Explanation:
In this case, there is no taxes which means we will have to ignore the tax implications.
Now, as we know that NPV can be calculated as under:
NPV = Annual Net Cash flow (Step 1) * Annuity Factor - Initial Investment
Here
Initial investment is $650,000
Annuity Factor at 12% is 3.605
Annual Net Cash Flow is $230,000 (Step 1)
So by putting values we have:
NPV = $230,000 * 3.605 - $650,000
NPV = $829,150 - $650,000 = $179,150 NPV
Step 1. Annual Net Cash flow
Here Annual Net cash flow can be calculated as under:
Annual Net Cash Flow = Cash Inflow - Cash Outflow (Step 2)
Cash inflow $750,000
Cash Outflow is $520,000
Which means
Annual Net Cash Flow = $750,000 - $520,000 = $230,000
Step 2. Cash Outflow
Cash outflow is not given but we can find it using the expense $650,000 and eliminating the non cash impact of the expenses included (Depreciation). So we will have to find the depreciation using the straight line basis and deduct it from the aggregated expense for the year to find cash outflow for the year.
Depreciation for the year = (Cost - Salvage Value) / Useful
Depreciation for the year = $650,000 / 5 = $130,000
So the yearly cash outflow is:
Annual Cash Outflow = $650,000 - 130,000 = $520,000