Answer:
Expected Net Cash Flow = $3.8 million
Net Present Value (NPV) = $1.0492 million
Explanation:
Given Cash outflow = $10 million
Provided cash inflows as follows:
Particulars Good condition Moderate condition Bad Condition
Probability 30% 40% 30%
Cash flow $9 million $4 million $1 million
Average expected cash flow each year = ($9 million X 30 %) + ($4 million X 40%) + ($1 million X 30%) = $2.7 million + $1.6 million + $0.3 million = $4.6 million
Three year expected cash flow = ($4.6 million each year X 3) - $10 million = $13.8 million - $10 million = $3.8 million
While calculating NPV we will use Present Value Annuity Factor (PVAF) @12% for 3 years = 
NPV = PV of inflows - PV of Outflows = $4.6 million X 2.402 - $10 million = $11.0492 million - $10 million = $1.0492 million
Expected Net Cash Flow = $3.8 million
Net Present Value (NPV) = $1.0492 million
Car or vehicle should be the answer or try automotive transport
<span>Tyree's coach is likely trying to instill teammate dependability in his players by making them run laps if their teammates do not get at least 75% of their free throwns in.</span>
Answer: 10% or $2,000,000
Explanation:
Seeing as no figures were produced, we will have to do this ourselves.
We will make assumptions which include the following,
Life of the equipment = 10 Years
Salvage value = 0
Those are our 2 assumptions.
In that case then,
The Annual Depreciation will be,
Depreciation = (Cost of equipment - Estimated salvage value) / Estimated useful life
= (20 - 0) / 10
= $2 million
Seeing as 2 million is,
= 2/20 * 100
= 10%
That would mean that annual depreciation costs at that facility will rise by $2 million or 10%.
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