137****2445 · 2021年05月03日
问题如下：
An investment will provide cash flows to investors as folloing pattern
$20 in Year 1, -$10 in Year 2, $10 in Year 3, and then send back $100 principal at the end of Year 4.
Assume the discount rate is 8%. Calculate the present value of the investment:
选项：
A. $91.39.
B. $108.29.
C. $135.58.
解释：
A is correct.
CF0 = 0; CF1 = 20; CF2 = -10; CF3 =10; CF4 = 100; I/Y = 8;
NPV= $91.39.
请问Npv的计算怎的按计算器
星星_品职助教 · 2021年05月03日
同学你好，
1. 计算器第二排的CF键，通过按“0”，“ENTER”输入CF0=0，之后按向下箭头，显示F01=1，（代表现金流“连续”出现的频率Frequency，由于0只出现一次，下一次出现的CF为20，所以频率就是1次），直接跳过F01继续按向下箭头。输入CF1（同样“20”，“ENTER”），继续向下箭头跳过F02=1，以此类推至输入CF4.
2. 按第二行“CF”键旁边的“NPV”键，输入利率“8”，“ENTER”，注意这里不要带百分号，得到I=8，按向下箭头，显示NPV后，按CPT，即可得到NPV=91.3864.
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NPV的概念和对应计算器算法会在公司金融中具体学习。
$108.29. $135.58. A is correct. CF0 = 0; CF1 = 20; CF2 = -10; CF3 =10; CF4 = 100; I/Y = 8; NPV= $91.39.请问NPV的知识点在哪里出现的？
NO.PZ2015120604000008 $108.29. $135.58. A is correct. CF0 = 0; CF1 = 20; CF2 = -10; CF3 =10; CF4 = 100; I/Y = 8; NPV= $91.39. 如何判断现金流从第几期开始
NO.PZ2015120604000008 20/（1+8%）+ -10/（1+8%）^2 +10/(1+8%)^3+100/(1+8%)^4 因为每期的现金流不相等 所以不能这样计算是吗？
$108.29. $135.58. A is correct. CF0 = 0; CF1 = 20; CF2 = -10; CF3 =10; CF4 = 100; I/Y = 8; NPV= $91.39.请问这是R6里面的哪个知识点呢？
