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

肥橘正在考三级 · 2021年03月10日

为什么10-year government bond不用考虑流动性溢价?

NO.PZ2018091901000056

问题如下:

An investor is considering adding three new securities to her internationally focused fixed income portfolio. She considers the following non-callable securities:

1-year government bond

10-year government bond

10-year BBB rated corporate bond

She plans to invest equally in all three securities being analyzed or will invest in none of them at this time. She will only make the added investment provided that the expected spread/premium of the equally weighted investment is at least 1.5 percent (150bp) over the 1-year government bond. She has gathered the following information:

Using only the information given, calculate the expected total risk premium of the three securities and determine the investor’s probable course of action.

选项:

A.

invest equally in all three securities

B.

do not invest equally in all three securities

C.

uncertain

解释:

B is correct.

The average spread (over 1-year government bond) at issue is [0 + 1 + (1 + 0.75 + 0.55)] = 3.3%/3 = 1.1%.

As the 1.1% is less than 1.5%, the investor will not make the investment.

解析:1-year government bond没有任何风险溢价,所以它的SPREAD就是0

相比较于1-year government bond10-year government bondSPREAD1%

相比较于1-year government bond10-year corporate bondSPREAD1% + 0.75% + 0.55%

又因为这三类债券投资权重相等,所以直接求算数平均就可以求得投资的SPREAD,即

[0 + 1 + (1 + 0.75 + 0.55)] = 3.3%/3 = 1.1%.又因为这个SPREAD小于投资者想要的回报率1.5%,所以投资者不会去做投资。

liquidity premium为什么没有考虑在10-year government bond中呢?

1 个答案

源_品职助教 · 2021年03月10日

嗨,爱思考的PZer你好:


因为10-year government bond本质也是政府债,和1-year government bond的性质也是一样的。所以liquidity premium非常小可以忽略不计。

非常直观的表现就是题干表格中没有关于10-year government bond liquidity premium的数据。所以不予考虑。

----------------------------------------------
努力的时光都是限量版,加油!

  • 1

    回答
  • 1

    关注
  • 510

    浏览
相关问题

NO.PZ2018091901000056 问题如下 investor is consiring aing three new securities to her internationally focusefixeincome portfolio. She consirs the following non-callable securities:1-yegovernment bon 10-yegovernment bon0-yeBratecorporate bonhe plans to invest equally in all three securities being analyzeor will invest in none of them this time. She will only make the aeinvestment proviththe expectespreapremium of the equally weighteinvestment is least 1.5 percent (150bp) over the 1-yegovernment bon She hgatherethe following information:Using only the information given, calculate the expectetotrisk premium of the three securities antermine the investor’s probable course of action. A.invest equally in all three securities B. not invest equally in all three securities C.uncertain B is correct.The average spreaover 1-yegovernment bon issue is [0 + 1 + (1 + 0.75 + 0.55)] = 3.3%/3= 1.1%. the 1.1% isless th1.5%, the investor will not make the investment.解析1-yegovernment bon有任何风险溢价,所以它的SPREA是0。相比较于1-yegovernmentbon10-yegovernment bonSPREA1%。相比较于1-yegovernmentbon10-yecorporate bonSPREA1% + 0.75% + 0.55%。又因为这三类债券投资权重相等,所以直接求算数平均就可以求得投资的SPREA即[0 + 1 + (1 + 0.75+ 0.55)] = 3.3%/3 = 1.1%.又因为这个SPREA于投资者想要的回报率1.5%,所以投资者不会去做投资。 题目中说---She will only make the aeinvestment proviththe expectespreapremium of the equally weighteinvestment is least 1.5 percent (150bp) over the 1-yegovernment bon----- 在实际中,难道不是要求sprea小越好吗?

2024-05-20 23:07 1 · 回答

NO.PZ2018091901000056问题如下 investor is consiring aing three new securities to her internationally focusefixeincome portfolio. She consirs the following non-callable securities:1-yegovernment bon 10-yegovernment bon0-yeBratecorporate bonhe plans to invest equally in all three securities being analyzeor will invest in none of them this time. She will only make the aeinvestment proviththe expectespreapremium of the equally weighteinvestment is least 1.5 percent (150bp) over the 1-yegovernment bon She hgatherethe following information:Using only the information given, calculate the expectetotrisk premium of the three securities antermine the investor’s probable course of action.A.invest equally in all three securities B. not invest equally in all three securities C.uncertain B is correct.The average spreaover 1-yegovernment bon issue is [0 + 1 + (1 + 0.75 + 0.55)] = 3.3%/3= 1.1%. the 1.1% isless th1.5%, the investor will not make the investment.解析1-yegovernment bon有任何风险溢价,所以它的SPREA是0。相比较于1-yegovernmentbon10-yegovernment bonSPREA1%。相比较于1-yegovernmentbon10-yecorporate bonSPREA1% + 0.75% + 0.55%。又因为这三类债券投资权重相等,所以直接求算数平均就可以求得投资的SPREA即[0 + 1 + (1 + 0.75+ 0.55)] = 3.3%/3 = 1.1%.又因为这个SPREA于投资者想要的回报率1.5%,所以投资者不会去做投资。 Rf中有提到inflation rate~这个Rf3.8%与inflation rate2.6%有啥关系?

2022-07-20 11:53 1 · 回答

NO.PZ2018091901000056问题如下investor is consiring aing three new securities to her internationally focusefixeincome portfolio. She consirs the following non-callable securities:1-yegovernment bon 10-yegovernment bon0-yeBratecorporate bonhe plans to invest equally in all three securities being analyzeor will invest in none of them this time. She will only make the aeinvestment proviththe expectespreapremium of the equally weighteinvestment is least 1.5 percent (150bp) over the 1-yegovernment bon She hgatherethe following information:Using only the information given, calculate the expectetotrisk premium of the three securities antermine the investor’s probable course of action. A.invest equally in all three securities B. not invest equally in all three securities C.uncertain B is correct.The average spreaover 1-yegovernment bon issue is [0 + 1 + (1 + 0.75 + 0.55)] = 3.3%/3= 1.1%. the 1.1% isless th1.5%, the investor will not make the investment.解析1-yegovernment bon有任何风险溢价,所以它的SPREA是0。相比较于1-yegovernmentbon10-yegovernment bonSPREA1%。相比较于1-yegovernmentbon10-yecorporate bonSPREA1% + 0.75% + 0.55%。又因为这三类债券投资权重相等,所以直接求算数平均就可以求得投资的SPREA即[0 + 1 + (1 + 0.75+ 0.55)] = 3.3%/3 = 1.1%.又因为这个SPREA于投资者想要的回报率1.5%,所以投资者不会去做投资。 She will only make the aeinvestment proviththe expectespreapremium of the equally weighteinvestment is 【least 1.5 percent (150bp) over the 1-yegovernment bon投资者要求的回报率是1年的国债收益率+1.5%=2.5%吧?为啥答案说是1.5%?

2022-04-19 10:56 1 · 回答

NO.PZ2018091901000056 抱歉想在这里请教一道课本上的例题,可以麻烦老师讲一下P114题目上reinvestment rate为什么是1%么?题目是写的2年2%,难道是因为2年只再投资了一次coupon,所以是1%么?那5年,7年的怎么理解呢? 谢谢老师

2022-03-04 21:52 2 · 回答

NO.PZ2018091901000056 [0 + 1 + (1 + 0.75 + 0.55)] = 3.3%/3 = 1.1%. 公式中的第一个1 是怎么来的,我看不就只有溢价中的一个1么? (1 + 0.75 + 0.55)我知道什么意思,外面那个1是?

2021-04-19 21:37 2 · 回答