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Discounted Cash Flow Techniques

David Richmond

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Abstract

The calculation of Net Present Value (NPV) requires the discounting of all future income and expenditure in an investment situation at a rate of interest, which may be termed a ‘target rate’. The NPV is the surplus or deficit which accrues when the immediate and discounted future expenditure is set against the discounted future income. The discounting is achieved by the use of the Present Value of £1 table, explained in chapter 5.

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What this paper is about

The calculation of Net Present Value (NPV) requires the discounting of all future income and expenditure in an investment situation at a rate of interest, which may be termed a ‘target rate’. The NPV is the surplus or deficit which accrues when the immediate and discounted future expenditure is set against the discounted future income. The discounting is achieved by the use of the Present Value of £1 table, explained in chapter 5.

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Available abstract

The calculation of Net Present Value (NPV) requires the discounting of all future income and expenditure in an investment situation at a rate of interest, which may be termed a ‘target rate’. The NPV is the surplus or deficit which accrues when the immediate and discounted future expenditure is set against the discounted future income. The discounting is achieved by the use of the Present Value of £1 table, explained in chapter 5.

Key concepts: Discounting, Economics, Discounted cash flow, Present value, Cash flow, Net present value, Value (mathematics), Investment (military)

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