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THERE EXISTS CIRCULARITY BETWEEN WACC AND VALUE? ANOTHER SOLUTION

机译:WACC和价值之间是否存在联系?另一个解决方案

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Although we know there exists a simple approach to solve the circularity between value and the discount rate, known as the Adjusted Present Value proposed by Myers, 1974, it seems that practitioners still rely on the traditional Weighted Average Cost of Capital, WACC approach of weighting the cost of debt, Kd and the cost of equity, Ke and discounting the Free Cash Flow, FCF. We show how to solve circularity when calculating value with the free cash flow, FCF and the WACC. As a result of the solution we arrive at a known solution when we assume the discount rate of the taxsavings as Ke, the cost of unlevered equity: the capital cash flow, CCF discounted at Ku. When assuming Kd as the discount rate for the tax savings, we find an expression for calculating value that does not implies circularity. We do this for a single period and for N periods.
机译:尽管我们知道有一种简单的方法可以解决价值和折现率之间的循环问题,这是迈尔斯(1974年)提出的“调整后的现值”,但从业者似乎仍然依靠传统的加权平均资本成本加权加权平均资本成本方法债务成本Kd和权益成本Ke和贴现自由现金流量FCF。我们展示了如何在使用自由现金流量,FCF和WACC计算价值时解决圆度问题。解决方案的结果是,当我们将节税的折现率假设为Ke,即无杠杆股权的成本:资本现金流量,CCF折现为Ku时,我们得出了一个已知的解决方案。当假设Kd为节税的折扣率时,我们发现一个表达式,该表达式不表示循环性。我们这样做是一个时期,也是N个时期。

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