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

木水日 · 2019年04月22日

问一道题:NO.PZ2015121802000021 [ CFA I ]

问题如下图:

选项:

A.

B.

C.

解释:

我用计算器算的。S是本题答案,不明白为啥不是用总体的?之前数量那章里这种计算几个数的标准差确定不都是总体的标准差么?

2 个答案
已采纳答案

Wendy_品职助教 · 2019年04月23日

同学你好,要习惯CFA题目的这种方式,题干有时候不会明说,但是我们可以推导出来,这道题就是这样,这是个样本,选取了一个资产五年的回报率,其实真实的投资市场中研究的可能都是样本,总体可能并不知道。数量那章节可能是为了让大家掌握知识点理想化。还是要注意题干,多做题其实就会慢慢习惯CFA的这种出题方式了。

木水日 · 2019年04月23日

好的,谢谢!不过我还是没有透彻的懂,晚点我再提交一个新问题来问吧

Wendy_品职助教 · 2019年04月24日

好的,同学,你可以把你还不清楚的点说出来,我们一起解决。

  • 2

    回答
  • 1

    关注
  • 563

    浏览
相关问题

NO.PZ2015121802000021问题如下Calculate the stanrviation of annureturns on investment baseon the following chart:A.1.2%.B.4.44%.C.19.7%.B is correct.Meannureturn = (4% - 3% - 4% + 3% + 6%) / 5 = 1.2%Squareviations from the mean: 4%-1.2%=2.8% (2.8%)2= 7.84-3% -1.2% = -4.2% (-4.2%)2 = 17.64-4% -1.2% = -5.2% (-5.2%)2 = 27.043% -1.2% =1.8% (1.8%)2= 3.246% -1.2% = 4.8% (4.8%) 2= 23.04Sum of squareviations = 7.84 + 17.64 + 27.04 + 3.24+ 23.04 = 78.8Sample varian= 78.8/(5 - 1) = 19.7Sample stanrviation = 19.71/2= 4.44%什么时候要除n-1 什么时候除n

2024-02-27 13:24 1 · 回答

NO.PZ2015121802000021 问题如下 Calculate the stanrviation of annureturns on investment baseon the following chart: A.1.2%. B.4.44%. C.19.7%. B is correct.Meannureturn = (4% - 3% - 4% + 3% + 6%) / 5 = 1.2%Squareviations from the mean: 4%-1.2%=2.8% (2.8%)2= 7.84-3% -1.2% = -4.2% (-4.2%)2 = 17.64-4% -1.2% = -5.2% (-5.2%)2 = 27.043% -1.2% =1.8% (1.8%)2= 3.246% -1.2% = 4.8% (4.8%) 2= 23.04Sum of squareviations = 7.84 + 17.64 + 27.04 + 3.24+ 23.04 = 78.8Sample varian= 78.8/(5 - 1) = 19.7Sample stanrviation = 19.71/2= 4.44% 老师这道题用计算器好像很快?我直接按x1, x2, x3...计算器显示Sx=4.438468?

2022-09-18 05:27 3 · 回答

NO.PZ2015121802000021 问题如下 Calculate the stanrviation of annureturns on investment baseon the following chart: A.1.2%. B.4.44%. C.19.7%. B is correct.Meannureturn = (4% - 3% - 4% + 3% + 6%) / 5 = 1.2%Squareviations from the mean: 4%-1.2%=2.8% (2.8%)2= 7.84-3% -1.2% = -4.2% (-4.2%)2 = 17.64-4% -1.2% = -5.2% (-5.2%)2 = 27.043% -1.2% =1.8% (1.8%)2= 3.246% -1.2% = 4.8% (4.8%) 2= 23.04Sum of squareviations = 7.84 + 17.64 + 27.04 + 3.24+ 23.04 = 78.8Sample varian= 78.8/(5 - 1) = 19.7Sample stanrviation = 19.71/2= 4.44% 第二个问题,为啥sample是除以n-1,数量学科有这个公式但太久了记不清了,谢谢老师

2022-08-12 23:17 1 · 回答

NO.PZ2015121802000021 问题如下 Calculate the stanrviation of annureturns on investment baseon the following chart: A.1.2%. B.4.44%. C.19.7%. B is correct.Meannureturn = (4% - 3% - 4% + 3% + 6%) / 5 = 1.2%Squareviations from the mean: 4%-1.2%=2.8% (2.8%)2= 7.84-3% -1.2% = -4.2% (-4.2%)2 = 17.64-4% -1.2% = -5.2% (-5.2%)2 = 27.043% -1.2% =1.8% (1.8%)2= 3.246% -1.2% = 4.8% (4.8%) 2= 23.04Sum of squareviations = 7.84 + 17.64 + 27.04 + 3.24+ 23.04 = 78.8Sample varian= 78.8/(5 - 1) = 19.7Sample stanrviation = 19.71/2= 4.44% 题目中并没有明确是样本还是总体,如何判断是样本?考试中未明确的是否都按照样本(即n-1)处理?

2022-06-07 15:54 1 · 回答

NO.PZ2015121802000021问题如下Calculate the stanrviation of annureturns on investment baseon the following chart: A.1.2%. B.4.44%. C.19.7%. B is correct.Meannureturn = (4% - 3% - 4% + 3% + 6%) / 5 = 1.2%Squareviations from the mean: 4%-1.2%=2.8% (2.8%)2= 7.84-3% -1.2% = -4.2% (-4.2%)2 = 17.64-4% -1.2% = -5.2% (-5.2%)2 = 27.043% -1.2% =1.8% (1.8%)2= 3.246% -1.2% = 4.8% (4.8%) 2= 23.04Sum of squareviations = 7.84 + 17.64 + 27.04 + 3.24+ 23.04 = 78.8Sample varian= 78.8/(5 - 1) = 19.7Sample stanrviation = 19.71/2= 4.44%老师这道题在组合后面的练习题做到了为什么不能用求TWRR那种几何平均直接相乘开根号减一那样算呢

2022-03-26 11:47 1 · 回答