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十种笠 · 2022年06月13日

我是显示有问题吗??为什么我看到的答案感觉很不对劲

* 问题详情,请 查看题干

NO.PZ201710200100000408

问题如下:

8. Based on Exhibits 2 and 3 and the multistage RI model, Castovan should estimate the intrinsic value of TTCI to be closest to:

选项:

A.

€54.88.

B.

€83.01.

C.

€85.71.

解释:

C is correct.

Residual income per share for the next three years is calculated as follows.

Because Castovan forecasts that residual income per share will be constant into perpetuity, equal to Year 3 residual income per share, the present value of the terminal value is calculated using a persistence factor of 1.

Present value of terminal value = 8.54(0.087×58.25)(1+0.0871)(1+0.087)2\frac{8.54-(0.087\times58.25)}{(1+0.087-1)(1+0.087)^2}

= 3.47(0.087)(1.087)2\frac{3.47}{ ( 0.087 ) ( 1.087 ) ^2} =33.78

So, the intrinsic value of TTCI is then calculated as follows.

V0=\frac{45.25+3.88/1.087+3.68/(1.087)^2+33.78}=85.71


我是显示有问题吗

看到我标蓝的下面那个解答,完全不知所然?麻烦辅导员联系我解答下

1 个答案

王园圆_品职助教 · 2022年06月14日

嗨,努力学习的PZer你好:


同学你好,你的显示确实有问题,正确的显示如下红色部分

同学可以提供一下注册的手机号或者是邮箱号,我们帮你联系后台查看一下~

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就算太阳没有迎着我们而来,我们正在朝着它而去,加油!

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NO.PZ201710200100000408问题如下8. Baseon Exhibits 2 an3 anthe multistage RI mol, Castovshoulestimate the intrinsic value of TTto closest to:A.€54.88.B.€83.01.C.€85.71. C is correct.Resiincome per share for the next three years is calculatefollows.Because Castovforecasts thresiincome per share will constant into perpetuity, equto Ye3 resiincome per share, the present value of the terminvalue is calculateusing a persistenfactor of 1.Present value of terminvalue = 8.54−(0.087×58.25)(1+0.087−1)(1+0.087)2\frac{8.54-(0.087\times58.25)}{(1+0.087-1)(1+0.087)^2}(1+0.087−1)(1+0.087)28.54−(0.087×58.25)​= 3.47(0.087)(1.087)2\frac{3.47}{ ( 0.087 ) ( 1.087 ) ^2}(0.087)(1.087)23.47​ =33.78 So, the intrinsic value of TTis then calculatefollows.V0=\frac{45.25+3.88/1.087+3.68/(1.087)^2+33.78}=85.71 没搞明白为什么单阶段模型里的PVRI可以用(ROE-r)*B0/(r-g)来计算,这道题多阶段模型的后面说了ROE=12%不变,r=8.7%不变,g也不变,为什么就不能用前面这个公式呢?

2024-10-01 20:35 1 · 回答

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2024-09-29 11:30 1 · 回答

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2024-08-20 08:56 2 · 回答

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2024-07-12 11:41 1 · 回答

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