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

肉团诗😋 · 2021年06月26日

题外问题:如何区分问的是sample 的standards deviation 还是population的

NO.PZ2015121802000021

问题如下:

Calculate the standard deviation of annual returns on an investment based on the following chart:

选项:

A.

1.2%.

B.

4.44%.

C.

19.7%.

解释:

B is correct.

Mean annual return = (4% - 3% - 4% + 3% + 6%) / 5 = 1.2%

Squared deviations 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 = 27.04

3% -1.2% =1.8%    (1.8%2= 3.24

6% -1.2% = 4.8%    (4.8%) 2= 23.04

Sum of squared deviations = 7.84 + 17.64 + 27.04 + 3.24+ 23.04 = 78.8

Sample variance = 78.8/(5 - 1) = 19.7

Sample standard deviation = 19.71/2= 4.44%

题外问题:如何区分问的是sample 的standards deviation 还是population的

2 个答案

丹丹_品职答疑助手 · 2021年09月01日

嗨,爱思考的PZer你好:


同学你好,用sample的数值,题目给了明确的样本情况

----------------------------------------------
就算太阳没有迎着我们而来,我们正在朝着它而去,加油!

丹丹_品职答疑助手 · 2021年06月27日

嗨,爱思考的PZer你好:


同学你好,一般情况下,如果题目中给出具体的例子,我们会用sample。正常的考题,除了数量科目,其他科目我们可以认为都是population的,本身二者答案结果差的也不多,其他科目不侧重这个

----------------------------------------------
加油吧,让我们一起遇见更好的自己!

木木RJ · 2021年08月31日

老师,这道题目计算器Sx=4.4%, popluation的结果可是3.96%,所以到底用哪个,有点迷糊

  • 2

    回答
  • 0

    关注
  • 425

    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