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Page "Discounted cash flow" ¶ 47
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For and valuation
For related discussion – and graphical representation – see section " Interpretation " under Datar – Mathews method for real option valuation.
For the underlying logic see section " risk neutral valuation " under Rational pricing as well as section " Derivatives pricing: the Q world " under Mathematical finance ; for detail, once again, see Hull.
For example, valuation of inventories using LIFO instead of weighted average method.
* For personal valuation, see dignity
For a valuation using the discounted cash flow method, one first estimates the future cash flows from the investment and then estimates a reasonable discount rate after considering the riskiness of those cash flows and interest rates in the capital markets.
Let K be a valued field ( with valuation denoted v ) and let L / K be a finite Galois extension with Galois group G. For an extension w of v to L, let I < sub > w </ sub > denote its inertia group.
For instance if three people divide up a cake each gets at least a third by their own valuation.
For example, consider the valuation of a fixed-to-floating Interest rate swap where Party A pays a fixed rate, and Party B pays a floating rate.
* For a fixed prime for any element different from zero write with such that does not divide, then is a valuation, called the p-adic valuation.
For some purposes ( e. g., valuation of mortgage backed securities ), this can be a big simplification.
For a privately held company, the value of the firm after debt must be estimated using one of several valuation methods, s. a. discounted cash flow or others.
For non-listed shares, the government would negotiate with a shareholders ' representative to establish an hypothetical market valuation.
For instance, if a borrower borrows $ 130, 000 to purchase a house worth $ 150, 000 at a relative valuation, the LTV ratio is $ 130, 000 /$ 150, 000 or 87 %.
For whole-company valuation purposes, there are two methodologies used to calculate the Terminal Value.
For both terminal value approaches, it is essential to use a range of appropriate discount rates, exit multiples and perpetuity growth rates in order to establish a functional valuation range.
For general discussion as to context see Valuing flexibility under Corporate finance ; for detail as to applicability and other considerations see further under Real options valuation.
For a privately held company, the value of the firm after debt must be estimated using one of several valuation methods, s. a. discounted cash flow or others.
For Marx, this idea was not only false, but totally absurd, since different kinds of prices can assume different valuation principles, contractual obligations, conditionalities, inclusions / exclusions as well as relationships between economic actors.
For an integer n, the 2-order of n ( also called valuation ) is the largest natural number ν such that 2 < sup > ν </ sup > divides n. This definition applies to positive and negative numbers n, although some authors restrict it to positive n ; and one may define the 2-order of 0 to be infinity ( see also parity of zero ).

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