问题如下图：
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解释：
为什么不是正的0.6030%? 带入公式前面应该要加负号才对啊
NO.PZ201701230200000306 问题如下 6. Baseon Exhibit 1, the results of Analysis 1 shoulshow the yielon the 20-yeboncreasing by: A.0.3015%. B.0.6030%. C.0.8946%. B is correct.Because the factors in Exhibit 1 have been stanrzeto have unit stanrviations, a two stanrviation increase in the steepness factor will leto the yielon the 20-yeboncreasing 0.6030%, calculatefollows:Change in 20-yebonyiel= -0.3015% ×2 = -0.6030%. 只要是Three-Factor Mol of Term Structure 给出这个表就是某个factor变动一个标准差，yiel变化对吗？
NO.PZ201701230200000306 0.6030%. 0.8946%. B is correct. Because the factors in Exhibit 1 have been stanrzeto have unit stanrviations, a two stanrviation increase in the steepness factor will leto the yielon the 20-yeboncreasing 0.6030%, calculatefollows: Change in 20-yebonyiel= -0.3015% ×2 = -0.6030%.如题，能否从定性定量两个方面一下，谢谢
NO.PZ201701230200000306 0.6030%. 0.8946%. B is correct. Because the factors in Exhibit 1 have been stanrzeto have unit stanrviations, a two stanrviation increase in the steepness factor will leto the yielon the 20-yeboncreasing 0.6030%, calculatefollows: Change in 20-yebonyiel= -0.3015% ×2 = -0.6030%.第6、7小问的题干里分别问the yielon the 20/5 years bon如何变化，拆成三个factor不是求的是portfolio的变化吗？所以题目里给的一个标准差变动对债券收益率的影响也不是对组合收益率的影响而是具体某期限债券收益率的影响？
0.6030%. 0.8946%. B is correct. Because the factors in Exhibit 1 have been stanrzeto have unit stanrviations, a two stanrviation increase in the steepness factor will leto the yielon the 20-yeboncreasing 0.6030%, calculatefollows: Change in 20-yebonyiel= -0.3015% ×2 = -0.6030%.为什么不再乘以20ration？
老师好 这里是否因为有个note说entries incate how yiel woulchange for a one stanrviation increase in factor,所以就不用在乘以一个 KR是吗？ 这note 指的是上升一个stanrviation 20年的steepness， 债券的收益率下降0.3015%是吗？这里因为已经考虑了收益率的变化方向，如果没这note是否要再乘以一个KR= 20/3 不是乘以个- KR=-20/3 了是吗？谢谢。
