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

KKII · 2024年05月10日

答案这里的2.9%是哪来的

NO.PZ2023040701000028

问题如下:

Module 6: Consider a portfolio of zero-coupon bonds that mature at different times in the future. Changes in interest rates are not always parallel across maturities, so let’s analyze what happens as rates change across the yield curve. Let’s assume that the portfolio has sensitivities to factors as provided in Exhibit 3. The portfolio has equal weightings in each key rate duration and an effective duration of 4.7. I would like you to assess the impact on the return of the portfolio if rates rise evenly across the curve and also when the curve flattens but does not twist.

Exhibit 3 Factor Movements per One Standard Deviation Shift and Portfolio Key Rate Durations

Assuming rates change as described by Akron and based on Exhibit 3, the impact on the portfolio as outlined in Module 6 would be most likely be a loss in value from changes in:

选项:

A.

level and a gain from changes in steepness.

B.

steepness and a gain from changes in curvature.

C.

level and a loss from changes in steepness.

解释:

Correct Answer: C

A parallel shift of the yield curve would result in a loss across each key rate duration given a sensitivity of 1. For example, a 100 basis point (bp) parallel shift would generate an approximately 4.7% loss in value. A flattening of the yield curve in the long end would result in a loss given a sensitivity of –1. For example, a 100 bp decline in the 30-yearkey rate duration would result in a loss of approximately 2.9% (–100 × –0.01 ×–8.7 × 0.333). There is no impact from curvature, since the curve did not “twist”.

Country C: “To improve liquidity, Country C’s central bank is expected to intervene, leading to a reversal in the slope of the existing yield curve. We assume that future spot rates will be lower than today’s forward rates for all maturities.”

2 个答案

pzqa31 · 2024年05月13日

嗨,从没放弃的小努力你好:


通过这个公式算的:–100 × –0.01 ×–8.7 × 0.333,但是这个计算是错的,上一个回复已经说过了。

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

pzqa31 · 2024年05月11日

嗨,爱思考的PZer你好:


这个公式算的是30年期利率下降100bp,价格变动(损失)是多少:

△P/P=△y*KRD

100代表100个bp,0.01代表1bp(此处省略了百分号),8.7是30年期的KRD,这个答案有点问题,因为KRD已经包含权重了,其实就不需要再乘以0.333了。

----------------------------------------------
虽然现在很辛苦,但努力过的感觉真的很好,加油!

  • 2

    回答
  • 0

    关注
  • 205

    浏览
相关问题

NO.PZ2023040701000028问题如下 Mole 6: Consir a portfolio of zero-coupon bon thmature fferent times in the future. Changes in interest rates are not always parallel across maturities, so let’s analyze whhappens rates change across the yielcurve. Let’s assume ththe portfolio hsensitivities to factors proviin Exhibit 3. The portfolio hequweightings in eakey rate ration aneffective ration of 4.7. I woullike you to assess the impaon the return of the portfolio if rates rise evenly across the curve analso when the curve flattens but es not twist.Exhibit 3 Factor Movements per One Stanreviation Shift anPortfolio Key Rate rationsAssuming rateschange scribeAkron anbaseon Exhibit 3, the impaon theportfolio outlinein Mole 6 woulmost likely a loss in value fromchanges in: A.level ana gain from changes in steepness.B.steepness ana gain from changes in curvature.C.level ana loss from changes in steepness. CorreAnswer: parallel shift of the yielcurve woulresult in a loss across eakey rate ration given a sensitivity of 1. For example, a 100 basis point (bp) parallel shift woulgenerate approximately 4.7% loss in value. A flattening of the yielcurve in the long enwoulresult in a loss given a sensitivity of –1. For example, a 100 cline in the 30-yearkey rate ration woulresult in a loss of approximately 2.9% (–100 × –0.01 ×–8.7 × 0.333). There is no impafrom curvature, sinthe curve not “twist”. 老师可以帮忙详细计算下吗

2024-09-13 09:22 1 · 回答

NO.PZ2023040701000028 问题如下 Mole 6: Consir a portfolio of zero-coupon bon thmature fferent times in the future. Changes in interest rates are not always parallel across maturities, so let’s analyze whhappens rates change across the yielcurve. Let’s assume ththe portfolio hsensitivities to factors proviin Exhibit 3. The portfolio hequweightings in eakey rate ration aneffective ration of 4.7. I woullike you to assess the impaon the return of the portfolio if rates rise evenly across the curve analso when the curve flattens but es not twist.Exhibit 3 Factor Movements per One Stanreviation Shift anPortfolio Key Rate rationsAssuming rateschange scribeAkron anbaseon Exhibit 3, the impaon theportfolio outlinein Mole 6 woulmost likely a loss in value fromchanges in: A.level ana gain from changes in steepness. B.steepness ana gain from changes in curvature. C.level ana loss from changes in steepness. CorreAnswer: parallel shift of the yielcurve woulresult in a loss across eakey rate ration given a sensitivity of 1. For example, a 100 basis point (bp) parallel shift woulgenerate approximately 4.7% loss in value. A flattening of the yielcurve in the long enwoulresult in a loss given a sensitivity of –1. For example, a 100 cline in the 30-yearkey rate ration woulresult in a loss of approximately 2.9% (–100 × –0.01 ×–8.7 × 0.333). There is no impafrom curvature, sinthe curve not “twist”. 显示的正确答案是c,但是何老师视频讲解的答案是请问到底选什么?

2023-07-24 17:08 1 · 回答

NO.PZ2023040701000028 问题如下 Mole 6: Consir a portfolio of zero-coupon bon thmature fferent times in the future. Changes in interest rates are not always parallel across maturities, so let’s analyze whhappens rates change across the yielcurve. Let’s assume ththe portfolio hsensitivities to factors proviin Exhibit 3. The portfolio hequweightings in eakey rate ration aneffective ration of 4.7. I woullike you to assess the impaon the return of the portfolio if rates rise evenly across the curve analso when the curve flattens but es not twist.Exhibit 3 Factor Movements per One Stanreviation Shift anPortfolio Key Rate rationsAssuming rateschange scribeAkron anbaseon Exhibit 3, the impaon theportfolio outlinein Mole 6 woulmost likely a loss in value fromchanges in: A.level ana gain from changes in steepness. B.steepness ana gain from changes in curvature. C.level ana loss from changes in steepness. CorreAnswer: parallel shift of the yielcurve woulresult in a loss across eakey rate ration given a sensitivity of 1. For example, a 100 basis point (bp) parallel shift woulgenerate approximately 4.7% loss in value. A flattening of the yielcurve in the long enwoulresult in a loss given a sensitivity of –1. For example, a 100 cline in the 30-yearkey rate ration woulresult in a loss of approximately 2.9% (–100 × –0.01 ×–8.7 × 0.333). There is no impafrom curvature, sinthe curve not “twist”. 老师请讲解一下这道题,谢谢

2023-06-24 19:08 1 · 回答

NO.PZ2023040701000028 问题如下 Mole 6: Consir a portfolio of zero-coupon bon thmature fferent times in the future. Changes in interest rates are not always parallel across maturities, so let’s analyze whhappens rates change across the yielcurve. Let’s assume ththe portfolio hsensitivities to factors proviin Exhibit 3. The portfolio hequweightings in eakey rate ration aneffective ration of 4.7. I woullike you to assess the impaon the return of the portfolio if rates rise evenly across the curve analso when the curve flattens but es not twist.Exhibit 3 Factor Movements per One Stanreviation Shift anPortfolio Key Rate rationsAssuming rateschange scribeAkron anbaseon Exhibit 3, the impaon theportfolio outlinein Mole 6 woulmost likely a loss in value fromchanges in: A.level ana gain from changes in steepness. B.steepness ana gain from changes in curvature. C.level ana loss from changes in steepness. CorreAnswer: parallel shift of the yielcurve woulresult in a loss across eakey rate ration given a sensitivity of 1. For example, a 100 basis point (bp) parallel shift woulgenerate approximately 4.7% loss in value. A flattening of the yielcurve in the long enwoulresult in a loss given a sensitivity of –1. For example, a 100 cline in the 30-yearkey rate ration woulresult in a loss of approximately 2.9% (–100 × –0.01 ×–8.7 × 0.333). There is no impafrom curvature, sinthe curve not “twist”. cyou explain the formula(–100 × –0.01 ×–8.7 × 0.333)

2023-05-12 06:28 1 · 回答