# Rorschachtestcardspdf24

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Rorschachtestcardspdf24

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Rorschachtestcardspdf24

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Net present value (NPV) is a calculation used to evaluate the economic benefit or cost associated with an investment. The NPV measures the present value of future cash flows, which is the present value of all future cash flows less the present value of all future cash flows that will have to be paid in the future. It is closely related to the concept of cash flow and income. A difference between the two is that NPV reflects an initial investment and an after-investment cash flow.

Formula

Net present value = Net cash flow ÷ (1 + discount rate)^duration

Net cash flow = Net cash flow of previous period (e.g. last year) + Net cash flow of current period (e.g. this year) – Net cash flow of previous period (e.g. last year)

Net cash flow of the current period = (Investment today) x (Initial earnings) + (Investment today) x (Cumulative earnings)

Initial earnings = Net cash flow of the previous period + Interest rate on investment today

Cumulative earnings = (Initial earnings) x (Cumulative earnings)

Duration = Current Year – Previous Year

Net present value = Net cash flow ÷ (1 + discount rate)^duration

Present value = (cash flow today) ÷ (discount rate today)^(future time period)

Net present value = (Initial cash flow today) ÷ (discount rate today)^(duration today)

Where:

“Initial cash flow today”

Cumulative cash flow = Net cash flow of current period + Previous period Cash flow (last year)

(Investment today)

Ending cash flow

Ending cash flow = 1 + interest rate on investment today

Duration today

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