问题如下图：
选项：
A. 
B. 
C. 
解释：
v0的计算过程没有写，应该是v0=d1/(1+r)+d2/(1+r)^2+d3/(1+r)^3+(d4+v4)/(1+r)^4吧？ 还有计算器的按法这道题能否写一下，谢谢！
maggie_品职助教 · 2019年10月26日
1、你算步骤正确
2、CF0=0,C01=2.1,F01=1,C02=2.205,F02=1,C03=2.31525,F03=1,C04=2.431+35.77,F04=1, I=5,CPT--NPV
FrankSun · 2019年11月12日
C04里面的Dividenc4 为什么不是用3%的增长率呢
maggie_品职助教 · 2019年11月12日
注意审题哦，1-4年都是按5%增长。第五年才开始3%，所以D4=D3(1+5%), 而D5=D4（1+3%）
梦想的蝴蝶 · 2020年01月15日
i 为什么不是10%是5%呀
maggie_品职助教 · 2020年01月16日
I是10%，我上面笔误了抱歉。
NO.PZ2018062002000166问题如下 Current priper share $20 Current annuvinper share $2 Annuvingrowth rate for Years 1 – 4: 5% Annuvingrowth rate for ye5 onwar 3% Requirerate of return 10%Baseon the above information, calculate the intrinsic value of the stousing the M mol. The stois most likely: A.unrvalueB.overvalueC.fairly value A is correct.The current priof €20 is less ththe intrinsic value of €31.56;therefore, the stoappears to currently unrvalue Accorng to the two-stage vinscount mol:V0=∑t=1n(1+gs)t(1+r)t+Vn(1+r)nV_0=\sum_{t=1}^n\frac{{\splaystyle 0(1+g_s)}^t}{{\splaystyle(1+r)}^t}+\frac{V_n}{{(1+r)}^n}V0=∑t=1n(1+r)t(1+gs)t+(1+r)nVn anVn=+1r−gLV_n=\frac{{n+1}}{r-g_L}Vn=r−gL+1 = €2 × 1.05 = €2.1 = €2 × (1.05)2 = €2.205 = €2 × (1.05)3 = €2.31525 = €2 × (1.05)4 = €2.431 = [€2 × (1.05)4](1.03) = €2.503V4 = €2.503/(0.1 – 0.03) = €35.77V 0 =31.56(whiis greater ththe current priof €20)考点Multi-stage Mol计算器输入步奏如下CF0=0, C01=2.1,F01=1,C02=2.205,F02=1,C03=2.31525,F03=1,C04=2.431+35.77 F04=1 ,CPT--NPV, I=10 我理解到就截止了，是什么呢
NO.PZ2018062002000166问题如下 Current priper share $20 Current annuvinper share $2 Annuvingrowth rate for Years 1 – 4: 5% Annuvingrowth rate for ye5 onwar 3% Requirerate of return 10%Baseon the above information, calculate the intrinsic value of the stousing the M mol. The stois most likely: A.unrvalueB.overvalueC.fairly value A is correct.The current priof €20 is less ththe intrinsic value of €31.56;therefore, the stoappears to currently unrvalue Accorng to the two-stage vinscount mol:V0=∑t=1n(1+gs)t(1+r)t+Vn(1+r)nV_0=\sum_{t=1}^n\frac{{\splaystyle 0(1+g_s)}^t}{{\splaystyle(1+r)}^t}+\frac{V_n}{{(1+r)}^n}V0=∑t=1n(1+r)t(1+gs)t+(1+r)nVn anVn=+1r−gLV_n=\frac{{n+1}}{r-g_L}Vn=r−gL+1 = €2 × 1.05 = €2.1 = €2 × (1.05)2 = €2.205 = €2 × (1.05)3 = €2.31525 = €2 × (1.05)4 = €2.431 = [€2 × (1.05)4](1.03) = €2.503V4 = €2.503/(0.1 – 0.03) = €35.77V 0 =31.56(whiis greater ththe current priof €20)考点Multi-stage Mol计算器输入步奏如下CF0=0, C01=2.1,F01=1,C02=2.205,F02=1,C03=2.31525,F03=1,C04=2.431+35.77 F04=1 ,CPT--NPV, I=10 补充问题关于最后一个答案步骤的含义
NO.PZ2018062002000166 问题如下 Current priper share $20 Current annuvinper share $2 Annuvingrowth rate for Years 1 – 4: 5% Annuvingrowth rate for ye5 onwar 3% Requirerate of return 10%Baseon the above information, calculate the intrinsic value of the stousing the M mol. The stois most likely: A.unrvalue B.overvalue C.fairly value A is correct.The current priof €20 is less ththe intrinsic value of €31.56;therefore, the stoappears to currently unrvalue Accorng to the two-stage vinscount mol:V0=∑t=1n(1+gs)t(1+r)t+Vn(1+r)nV_0=\sum_{t=1}^n\frac{{\splaystyle 0(1+g_s)}^t}{{\splaystyle(1+r)}^t}+\frac{V_n}{{(1+r)}^n}V0=∑t=1n(1+r)t(1+gs)t+(1+r)nVn anVn=+1r−gLV_n=\frac{{n+1}}{r-g_L}Vn=r−gL+1 = €2 × 1.05 = €2.1 = €2 × (1.05)2 = €2.205 = €2 × (1.05)3 = €2.31525 = €2 × (1.05)4 = €2.431 = [€2 × (1.05)4](1.03) = €2.503V4 = €2.503/(0.1 – 0.03) = €35.77V 0 =31.56(whiis greater ththe current priof €20)考点Multi-stage Mol计算器繁荣属于步奏如下CF0=0, C01=2.1,F01=1,C02=2.205,F02=1,C03=2.31525,F03=1,C04=2.431+35.77 F04=1 ,CPT--NPV, I=10 請問算出V4=€35.77後，如何算出V0,可以說下具體公式嗎？謝謝
NO.PZ2018062002000166 问题如下 Current priper share $20 Current annuvinper share $2 Annuvingrowth rate for Years 1 – 4: 5% Annuvingrowth rate for ye5 onwar 3% Requirerate of return 10%Baseon the above information, calculate the intrinsic value of the stousing the M mol. The stois most likely: A.unrvalue B.overvalue C.fairly value A is correct.The current priof €20 is less ththe intrinsic value of €31.56;therefore, the stoappears to currently unrvalue Accorng to the two-stage vinscount mol:V0=∑t=1n(1+gs)t(1+r)t+Vn(1+r)nV_0=\sum_{t=1}^n\frac{{\splaystyle 0(1+g_s)}^t}{{\splaystyle(1+r)}^t}+\frac{V_n}{{(1+r)}^n}V0=∑t=1n(1+r)t(1+gs)t+(1+r)nVn anVn=+1r−gLV_n=\frac{{n+1}}{r-g_L}Vn=r−gL+1 = €2 × 1.05 = €2.1 = €2 × (1.05)2 = €2.205 = €2 × (1.05)3 = €2.31525 = €2 × (1.05)4 = €2.431 = [€2 × (1.05)4](1.03) = €2.503V4 = €2.503/(0.1 – 0.03) = €35.77V 0 =31.56(whiis greater ththe current priof €20)考点Multi-stage Mol计算器繁荣属于步奏如下CF0=0, C01=2.1,F01=1,C02=2.205,F02=1,C03=2.31525,F03=1,C04=2.431+35.77 F04=1 ,CPT--NPV, I=10 C04为什么是4+35.77（即2.431+35.77）？这一期现金流是怎么得出来的？
NO.PZ2018062002000166问题如下 Current priper share $20 Current annuvinper share $2 Annuvingrowth rate for Years 1 – 4: 5% Annuvingrowth rate for ye5 onwar 3% Requirerate of return 10%Baseon the above information, calculate the intrinsic value of the stousing the M mol. The stois most likely: A.unrvalue B.overvalue C.fairly value A is correct.The current priof €20 is less ththe intrinsic value of €31.56;therefore, the stoappears to currently unrvalue Accorng to the two-stage vinscount mol:V0=∑t=1n(1+gs)t(1+r)t+Vn(1+r)nV_0=\sum_{t=1}^n\frac{{\splaystyle 0(1+g_s)}^t}{{\splaystyle(1+r)}^t}+\frac{V_n}{{(1+r)}^n}V0=∑t=1n(1+r)t(1+gs)t+(1+r)nVn anVn=+1r−gLV_n=\frac{{n+1}}{r-g_L}Vn=r−gL+1 = €2 × 1.05 = €2.1 = €2 × (1.05)2 = €2.205 = €2 × (1.05)3 = €2.31525 = €2 × (1.05)4 = €2.431 = [€2 × (1.05)4](1.03) = €2.503V4 = €2.503/(0.1 – 0.03) = €35.77V 0 =31.56(whiis greater ththe current priof €20)考点Multi-stage Mol计算器繁荣属于步奏如下CF0=0, C01=2.1,F01=1,C02=2.205,F02=1,C03=2.31525,F03=1,C04=2.431+35.77 F04=1 ,CPT--NPV, I=10 和上面输入的内容是一样的，出来的答案不一样哎
