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独孤球球 · 2019年01月21日

问一道题:NO.PZ2018103102000114。

问题如下图:在利用CAPM模型计算要去回报率时Rm-Rf=7%是如何得到的?答案中直接给出了7%。

    

选项:

A.

B.

C.

解释:



1 个答案

独孤球球 · 2019年01月21日

啊,自己看漏了一个数,不提问了,不好意思

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NO.PZ2018103102000114 问题如下 Matt is preparing to calculate the intrinsic value of Company M’s equity using the FCFF mol with the constant growth rate of 5% infinitely. The relevant information is shown in the following table. Wh`s the value of Company M`s equity? A.$5,145 million B.$8,575 million C.$12,862.5 million C is correct.考点Valuation Mols解析M公司的权益回报率为E(Ri) = RF + βi[E(RM) – RF] = 2.4% + 0.8(7%) = 8%.M公司的WACC为WA= WR(1 - T) + We*ReWA= 0.40(5%)(1 – 0.3) + 0.60(8%) = 1.4% + 4.8% = 6.2%FCFF = NI + Int × (1-T) + N– Wcinv - FCinv = 212 + 100 × (1-0.3) + 88 – (50-25) – 100 = $245 millionFirm  Value=FCFF0×(1+g)WACC−g=245×(1+5%)6.2%−5%=$21437.5millionFirm\;Value=\frac{FCFF_0\times\left(1+g\right)}{WACC-g}=\frac{245\times\left(1+5\%\right)}{6.2\%-5\%}=\$21437.5millionFirmValue=WACC−gFCFF0​×(1+g)​=6.2%−5%245×(1+5%)​=$21437.5millionvalue = 0.4 * 21437.5 = $8575 millionEquity value = 0.6 * 21437.5 = $12862.5 million 我的做法FCFF=NI+int(1-t)+p-WCinv-FCinv=212+100*70%+88-WCinv(50-25)-FCinv(100)=245 FCFE=FCFF-int(1-t)+NB=245-70+NB(60-50)=185re=8%Vo=FCFE(1+g)/re-g=6475

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