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Ruka · 2024年01月23日

有关这种题的疑问

NO.PZ2018062016000051

问题如下:

Having collected mean returns for the three stocks, the analyst is now concerned about evaluating dispersion.Which of the following statements is least accurate?

选项:

A.

Based on the variance,Stock A has the highest dispersion.

B.

Based on the range,Stock C has the lowest dispersion.

C.

Based on the mean absolute deviation(MAD),Stock B has the highest dispersion.

解释:

C is correct.

MAD(A)=(|-39-2.4|+|31-2.4|+|12-2.4|+|-4-2.4|+|12-2.4|)/5=19.12

MAD(B)=(|-35-4.4|+|25-4.4|+|15-4.4|+|0-4.4|+|17-4.4|)/5=17.52

MAD(C)=(|6-2|+|-8-2|+|11-2|+|-2-2|+|3-2|)/5=5.6

Based on the MAD,Stock A has the highest dispersion.

该题题目是要求least accurate,即最不正确的。所以选择C。

如果遇到这种题,只能针对每个选项全部手算吗? 有没有更快的解题思路啊? 感觉手算特费时间。感觉一分多钟也算不完似的。 :〈

1 个答案
已采纳答案

品职助教_七七 · 2024年01月23日

嗨,努力学习的PZer你好:


这道题选项给了三种衡量离散程度的方式,分别是variance,range和MAD。

首先看variance,这一项去看表格中的standard deviation就可以。不需要计算。直接比较大小后发现A选项的描述是正确的。

然后看range,range是最大值-最小值,很好算。比较后发现B选项描述也是正确的。

唯一不好算的就是C选项的MAD,但此时不需要算了,直接排除法选C为least accurate即可。


无论选项是不是按照variance,range和MAD这个顺序排列,都可以按照上面的顺序,最后一个去处理MAD。

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