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

Lucy · 2020年03月13日

问一道题:NO.PZ2020011303000238 [ FRM I ]

问题如下:

What is the estimated 20-day, 95% VaR for the portfolio in the previous question?

解释:

The VaR is

201/2 × N-1(0.95) × 329.19 = 2,421.55

请问这个var是怎么计算的。那个考点,谢谢🙏
1 个答案
已采纳答案

品职答疑小助手雍 · 2020年03月13日

同学你好,前一问算出来1天的标准差也就是波动率是329.19, 正态分布的情况下95%对应的分位点是1.645, 根据平方根法则,20天的var比起一天的var是要乘以根号20的。

所以就得到的根号20乘以1.645乘以标准差。就是20天95%的var了~

  • 1

    回答
  • 1

    关注
  • 413

    浏览
相关问题

NO.PZ2020011303000238问题如下 Suppose a portfolio hexposure of +50 to a one basis-point increase in the five-yeTreasury rate, exposure of -100 to a one-basis-point increase in the ten-yeTreasury rate, anno other exposures. The stanrviation of the ily change in the portfolio above baseon its exposure to the first two factors is 329.19.Whis the estimate20-y, 95% Vfor the portfolio? 题目问假设有一个组合,当5年的treasury利率上升1bp时,exposure变成+50;10年的treasury利率上升1bp时,exposure变成-100。没有其他的exposure,1天的组合标准差是329.19。要求估计组合20天,95%的VaR。20-y95%VaR=201/2× N-1(0.95)× 329.19 =2,421.55 我不知道问题出在哪 公式对了 数字也带的一样 就是329.19✖️1.65✖️根号20等于的是2429.10

2024-04-11 10:00 1 · 回答

NO.PZ2020011303000238问题如下 Suppose a portfolio hexposure of +50 to a one basis-point increase in the five-yeTreasury rate, exposure of -100 to a one-basis-point increase in the ten-yeTreasury rate, anno other exposures. The stanrviation of the ily change in the portfolio above baseon its exposure to the first two factors is 329.19.Whis the estimate20-y, 95% Vfor the portfolio? 题目问假设有一个组合,当5年的treasury利率上升1bp时,exposure变成+50;10年的treasury利率上升1bp时,exposure变成-100。没有其他的exposure,1天的组合标准差是329.19。要求估计组合20天,95%的VaR。20-y95%VaR=201/2× N-1(0.95)× 329.19 =2,421.55 这里一天标准差怎么算出来的

2023-05-08 22:13 1 · 回答

NO.PZ2020011303000238问题如下 Suppose a portfolio hexposure of +50 to a one basis-point increase in the five-yeTreasury rate, exposure of -100 to a one-basis-point increase in the ten-yeTreasury rate, anno other exposures. The stanrviation of the ily change in the portfolio above baseon its exposure to the first two factors is 329.19.Whis the estimate20-y, 95% Vfor the portfolio? 题目问假设有一个组合,当5年的treasury利率上升1bp时,exposure变成+50;10年的treasury利率上升1bp时,exposure变成-100。没有其他的exposure,1天的组合标准差是329.19。要求估计组合20天,95%的VaR。20-y95%VaR=201/2× N-1(0.95)× 329.19 =2,421.55 如果用其他方法计算VAR怎么计算?在本题中。谢谢

2023-04-05 18:22 1 · 回答

NO.PZ2020011303000238问题如下 Suppose a portfolio hexposure of +50 to a one basis-point increase in the five-yeTreasury rate, exposure of -100 to a one-basis-point increase in the ten-yeTreasury rate, anno other exposures. The stanrviation of the ily change in the portfolio above baseon its exposure to the first two factors is 329.19.Whis the estimate20-y, 95% Vfor the portfolio? 题目问假设有一个组合,当5年的treasury利率上升1bp时,exposure变成+50;10年的treasury利率上升1bp时,exposure变成-100。没有其他的exposure,1天的组合标准差是329.19。要求估计组合20天,95%的VaR。20-y95%VaR=201/2× N-1(0.95)× 329.19 =2,421.55 5年的lta=50,10年的lta=-100

2023-03-17 16:30 1 · 回答

NO.PZ2020011303000238问题如下 Suppose a portfolio hexposure of +50 to a one basis-point increase in the five-yeTreasury rate, exposure of -100 to a one-basis-point increase in the ten-yeTreasury rate, anno other exposures. The stanrviation of the ily change in the portfolio above baseon its exposure to the first two factors is 329.19.Whis the estimate20-y, 95% Vfor the portfolio? 题目问假设有一个组合,当5年的treasury利率上升1bp时,exposure变成+50;10年的treasury利率上升1bp时,exposure变成-100。没有其他的exposure,1天的组合标准差是329.19。要求估计组合20天,95%的VaR。20-y95%VaR=201/2× N-1(0.95)× 329.19 =2,421.55 请分析为何使用该公式?讲义哪里可以找到?那些条件变化是什么意思呢 风险敞口的变化和利率的关系

2023-03-11 14:40 1 · 回答