开发者:上海品职教育科技有限公司 隐私政策详情

应用版本:4.2.11(IOS)|3.2.5(安卓)APP下载

ZHANGDAPENG · 2020年02月27日

问一道题:NO.PZ2018101501000021 [ CFA II ]

问题如下:

Company M is investing an equipment of $1 million, which may enable the company to earn a 12% internal rate of return. The equipment will generate operating income after taxes of $150,000 and depreciation of $95,000 annually for the coming four years. The equipment will be sold at the end of the fourth year. The company is in the 25% tax bracket. What`s the terminal selling price?

选项:

A.

$483,273

B.

$452,325

C.

$330,112

解释:

C is correct.

考点:Cash Flow Projections: Replacement Project

解析:CF = (S – C – D)(1 – T) + D = EBIT*(1-T) + D = 150,000+95,000 = $245,000

账面价值BV4 = 1,000,000 – 95000*4 = $620,000

TNOCF = Sal4 +NWCInvT(Sal4 – B4 ) = Sal4 - 0.25*( Sal4-620,000)

NPV = -1,000,000 +t=14245,0001.12t\sum_{t=1}^4\frac{245,000}{1.12^t}  +Sal4-0.25×(Sal4-620,000)1.124\frac{{\text{Sal}}_4\text{-}0.25\times{({\text{Sal}}_4\text{-}620,000)}}{1.12^4}  = 0

计算求得Sal4 =$330,112

求助,按照答案的sales price带进去 npv不是0,过程理解,就是答案有点纠结

1 个答案
已采纳答案

Debrah_品职答疑助手 · 2020年02月28日

同学你好。如果按照答案的Sal,来反算,则:

计算期末的现金流为sal-(Sal-B)*T+WC+OCF=330,112-(330,112-620,000)*25%+245,000=647,584

CF0=-1,000,000,C01=245,000,F01=3,C02=647,584

I=12,是可以得到NPV=0的

在这个计算过程中,有一个点很容易出错,就是期末现金流一定要记得加OCF。你再计算一下,加油。

ZHANGDAPENG · 2020年03月01日

谢谢助教大大

  • 1

    回答
  • 0

    关注
  • 363

    浏览
相关问题

NO.PZ2018101501000021 折旧为啥第四年还是50000?折旧在第四年不50000*4?

2022-01-15 22:42 1 · 回答

NO.PZ2018101501000021 如上

2022-01-04 15:34 1 · 回答

NO.PZ2018101501000021 EBIT不是等于5W吗?为什么答案里面是写的15W?题目出问题了吗

2021-10-02 22:55 1 · 回答

NO.PZ2018101501000021 Company M is investing equipment of $1 million, whimenable the company to earn a 12% internrate of return. The equipment will generate operating income after taxes of $150,000 anpreciation of $95,000 annually for the coming four years. The equipment will solthe enof the fourth year. The company is in the 25% tbracket. What`s the terminselling price? $483,273 $452,325 $330,112 C is correct. 考点Cash Flow Projections: Expansion Proje解析 题干第一句话12% internrate of return,IRR 是使得项目 NPV 等于零的要求回报率。因此这道题是已知 NPV=0 ,倒推销售价格。 = (S – C – (1 – T) + = EBIT*(1-T) + = 150,000+95,000 = $245,000 账面价值BV4 = 1,000,000 – 95000*4 = $620,000 TNO= Sal4 +NWCInv−T(Sal4 – ) = Sal4 - 0.25*( Sal4-620,000) NPV=−1,000,000+∑t=14245,0001.12t+Sal4−0.25×(Sal4−620,000)1.124NPV=-1,000,000+\sum_{t=1}^4\frac{245,000}{1.12^t}+\frac{{Sal_4}-0.25\times{({Sal_4}-620,000)}}{1.12^4}NPV=−1,000,000+∑t=14​1.12t245,000​+1.124Sal4​−0.25×(Sal4​−620,000)​ 计算前四年 O(245000) 的净现值为 -255849.4101,计算器按法 - 清零 - CF0 = -1000000, - C01 = 245000;- F01 = 4 (t=1 至 t=4 时刻) - I = 12 - NPV = -255849.4101 即 Sal4−0.25×(Sal4−620,000)1.124=255849.4101\frac{{Sal_4}-0.25\times{({Sal_4}-620,000)}}{1.12^4}=255849.41011.124Sal4​−0.25×(Sal4​−620,000)​=255849.4101 计算求得Sal4 = $330,112 计算前四年 O(245000) 的净现值为 -255849.4101,计算器按法 - 清零 - CF0 = -1000000, - C01 = 245000;- F01 = 4 (t=1 至 t=4 时刻) - I = 12 - NPV = -255849.4101 老师你好,对于答案解析中F01=4,我不太懂为什么这边要输入F01,计算器这个F01是代表什么?F02、F03、F04需要输入吗?我输入F01=4时候求的NPV是-888187, 和这个答案也不一样。

2021-07-30 17:21 1 · 回答

NO.PZ2018101501000021 Company M is investing equipment of $1 million, whimenable the company to earn a 12% internrate of return. The equipment will generate operating income after taxes of $150,000 anpreciation of $95,000 annually for the coming four years. The equipment will solthe enof the fourth year. The company is in the 25% tbracket. What`s the terminselling price? $483,273 $452,325 $330,112 C is correct. 考点Cash Flow Projections: Expansion Proje解析 题干第一句话12% internrate of return,IRR 是使得项目 NPV 等于零的要求回报率。因此这道题是已知 NPV=0 ,倒推销售价格。 = (S – C – (1 – T) + = EBIT*(1-T) + = 150,000+95,000 = $245,000 账面价值BV4 = 1,000,000 – 95000*4 = $620,000 TNO= Sal4 +NWCInv−T(Sal4 – ) = Sal4 - 0.25*( Sal4-620,000) NPV=−1,000,000+∑t=14245,0001.12t+Sal4−0.25×(Sal4−620,000)1.124NPV=-1,000,000+\sum_{t=1}^4\frac{245,000}{1.12^t}+\frac{{Sal_4}-0.25\times{({Sal_4}-620,000)}}{1.12^4}NPV=−1,000,000+∑t=14​1.12t245,000​+1.124Sal4​−0.25×(Sal4​−620,000)​ 计算前四年 O(245000) 的净现值为 -255849.4101,计算器按法 - 清零 - CF0 = -1000000, - C01 = 245000;- F01 = 4 (t=1 至 t=4 时刻) - I = 12 - NPV = -255849.4101 即 Sal4−0.25×(Sal4−620,000)1.124=255849.4101\frac{{Sal_4}-0.25\times{({Sal_4}-620,000)}}{1.12^4}=255849.41011.124Sal4​−0.25×(Sal4​−620,000)​=255849.4101 计算求得Sal4 = $330,112 请问为什么NPV算出来是负值,Sal4仍然按照NPV是正值来处理呢?

2021-05-29 12:49 1 · 回答