For cash flows in perpetuity without growth, analysts typically use the following formula for the return to levered equity Ke.lt;brgt;lt;brgt;Ke = Ku + (Ku shy; Kd)(1 shy; T)D/E (1) lt;brgt;lt;brgt;where Ku is the return to unlevered equity, Kd is the cost of debt, T is the tax rate, D is the...

In Velez-Pareja, (1999b and 1999c), some difficulties of EVA as an approach for the measurement of economic added value were considered. In those papers, the use of real economic value added based on the real free cash flow was suggested. This means the real cash flow calculated from the...

This short paper studies the Economic Profit, a different label for the Economic Value Added, EVA. Copeland et al. (1995) show that the present value of the free cash flow and the present value of EVA (Market Value Added MVA) are not the same, unless the present value of future EVA (they call it...

In this article we use a real life case from an emerging country to illustrate the valuation with discounted cash flow methods, witch include complexities such as unpaid taxes, losses carried forward, foreign exchange debt, presumptive income and inflation adjustments to the Financial...

This article presents a formal derivation of general expressions for cost of equity (Ke) and weighted average cost of capital (WACC) in perpetuities with constant growth, which do not make any assumption on what the proper discount rate is to be applied to the firm's tax shield. The formulas are...

There is a lot of confusion among practitioners about valuing firms and investment projects. At the first sight, the discounting procedure is a simple and routine task which does not involve much effort. But actually even in simple cases accurate valuation requires attention to plenty of...

Although we know there exists a simpleapproach to solve the circularitybetween value and the discount rate,known as the Adjusted Present Valueproposed by Myers, 1974, it seemsthat practitioners still rely on thetraditional Weighted Average Cost ofCapital, WACC approach of weightingthe cost of...

This paper shows a formulation for the cost of equity and the WACC for growing perpetuities. Some authors have derived the general expressions for those formulas but not specifically for perpetuities with constant growth. The result obtained is that a previously general formulation for a finite...

En Vélez-Pareja y Tham (2001), presentamos diferentes maneras de valorar los flujos de caja. Primero se utilizó el costo promedio ponderado de capital (CPPC) (Weighted Average Cost of Capital, WACC) para descontar el flujo de caja libre (FCL). Segundo, se descontó el FCL con el WACC ajustado....