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

坏呼呼嘿嘿 · 2023年07月20日

module b 是怎么算的,有没有好办法?

* 问题详情,请 查看题干

NO.PZ202212280100004702

问题如下:

B. Construct the overall goals- based asset allocation for the Armstrongs given their three goals and Abbott’s suggestion for investing any excess capital. Show your calculations. (原版书)

解释:

The module that should be selected for each goal is the one that offers the highest return given the time horizon and required probability of success.

Approximately 16.4%, 12.7%, 50.4%, and 20.5% should be invested in Modules A, B, C, and D, respectively.

The appropriate goals- based allocation for the Armstrongs is as follows:

For Goal 1, which has a time horizon of five years and a required probability of success of 85%, Module C should be chosen because its 4.4% expected return is higher than the expected returns of all the other modules. The present value of Goal 1 is calculated as follows:

N = 5, FV = –5,000,000, I/Y = 4.4%; CPT PV = $4,031,508 (or $4.03 million)

So, approximately 50.4% of the total assets of $8 million (= $4.03 million/$8.00 million) should be allocated to Module C.

For Goal 2, which has a time horizon of 10 years and a required probability of success of 99%, Module B should be chosen because its 2.2% expected return is higher than the expected returns of all the other modules. The present value of Goal 2 is calculated as follows:


PV = $1,013,670 (or $1.01 million)

So, approximately 12.7% of the total assets of $8 million (= $1.01 million/$8.00 million) should be allocated to Module B.

For Goal 3, which has a time horizon of 25 years and a required probability of success of 75%, Module D should be chosen because its 7.5% expected return is higher than the expected returns of all the other modules. The present value of Goal 3 is calculated as follows:

N = 25, FV = –10,000,000, I/Y = 7.5%; CPT PV = $1,639,791 (or $1.64 million)

So, approximately 20.5% of the total assets of $8 million (= $1.64 million/$8.00 million) should be allocated to Module D.

Finally, the surplus of $1,315,032 (= $8,000,000 – $4,031,508 – $1,013,670 – $1,639,791), representing 16.4% (= $1.32 million/$8.00 million), should be invested in Module A following Abbott’s suggestion.

module b 是怎么算的,有没有好办法?

1 个答案

lynn_品职助教 · 2023年07月21日

嗨,爱思考的PZer你好:


画图是最好的办法,其实说来说去都是算年金


首先是第一个公式要列对(注意细节)

然后把图画出来,最后简化,再按计算器


老师上课讲过的是最全的了,考题没这么复杂,同学多看多听多做几遍,就没有问题了。


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

  • 1

    回答
  • 2

    关注
  • 284

    浏览
相关问题

NO.PZ202212280100004702 问题如下 Construthe overall goals- baseasset allocation for the Armstrongsgiven their three goals anAbbott’s suggestion for investing any excesscapital. Show your calculations. (原版书) • The mole thshoulselectefor eagois the one thoffers the highest return given the time horizon anrequireprobability of success.• Approximately 16.4%, 12.7%, 50.4%, an20.5% shoulinvestein Moles an respectively.The appropriate goals- baseallocation for the Armstrongs is follows: For Go1, whiha time horizon of five years ana requireprobability of success of 85%, Mole C shoulchosen because its 4.4% expectereturn is higher ththe expectereturns of all the other moles. The present value of Go1 is calculatefollows:N = 5, FV = –5,000,000, I/Y = 4.4%; CPT PV = $4,031,508 (or $4.03 million)So, approximately 50.4% of the totassets of $8 million (= $4.03 million/$8.00 million) shoulallocateto Mole For Go2, whiha time horizon of 10 years ana requireprobability of success of 99%, Mole B shoulchosen because its 2.2% expectereturn is higher ththe expectereturns of all the other moles. The present value of Go2 is calculatefollows: PV = $1,013,670 (or $1.01 million)So, approximately 12.7% of the totassets of $8 million (= $1.01 million/$8.00 million) shoulallocateto Mole For Go3, whiha time horizon of 25 years ana requireprobability of success of 75%, Mole shoulchosen because its 7.5% expectereturn is higher ththe expectereturns of all the other moles. The present value of Go3 is calculatefollows:N = 25, FV = –10,000,000, I/Y = 7.5%; CPT PV = $1,639,791 (or $1.64 million)So, approximately 20.5% of the totassets of $8 million (= $1.64 million/$8.00 million) shoulallocateto Mole Finally, the surplus of $1,315,032 (= $8,000,000 – $4,031,508 – $1,013,670 – $1,639,791), representing 16.4% (= $1.32 million/$8.00 million), shoulinvestein Mole A following Abbott’s suggestion. annuexpentures应该发生在每年年初,所以本来就应该是先付年金模式,也就是第一笔100,000发生在T=0,第二笔发生在t=1,第十笔发生在t=9。为什么这么理解不对呢

2024-07-14 14:39 2 · 回答

NO.PZ202212280100004702 问题如下 Construthe overall goals- baseasset allocation for the Armstrongsgiven their three goals anAbbott’s suggestion for investing any excesscapital. Show your calculations. (原版书) • The mole thshoulselectefor eagois the one thoffers the highest return given the time horizon anrequireprobability of success.• Approximately 16.4%, 12.7%, 50.4%, an20.5% shoulinvestein Moles an respectively.The appropriate goals- baseallocation for the Armstrongs is follows: For Go1, whiha time horizon of five years ana requireprobability of success of 85%, Mole C shoulchosen because its 4.4% expectereturn is higher ththe expectereturns of all the other moles. The present value of Go1 is calculatefollows:N = 5, FV = –5,000,000, I/Y = 4.4%; CPT PV = $4,031,508 (or $4.03 million)So, approximately 50.4% of the totassets of $8 million (= $4.03 million/$8.00 million) shoulallocateto Mole For Go2, whiha time horizon of 10 years ana requireprobability of success of 99%, Mole B shoulchosen because its 2.2% expectereturn is higher ththe expectereturns of all the other moles. The present value of Go2 is calculatefollows: PV = $1,013,670 (or $1.01 million)So, approximately 12.7% of the totassets of $8 million (= $1.01 million/$8.00 million) shoulallocateto Mole For Go3, whiha time horizon of 25 years ana requireprobability of success of 75%, Mole shoulchosen because its 7.5% expectereturn is higher ththe expectereturns of all the other moles. The present value of Go3 is calculatefollows:N = 25, FV = –10,000,000, I/Y = 7.5%; CPT PV = $1,639,791 (or $1.64 million)So, approximately 20.5% of the totassets of $8 million (= $1.64 million/$8.00 million) shoulallocateto Mole Finally, the surplus of $1,315,032 (= $8,000,000 – $4,031,508 – $1,013,670 – $1,639,791), representing 16.4% (= $1.32 million/$8.00 million), shoulinvestein Mole A following Abbott’s suggestion. 我记得老师在讲强化课程时,特别提到minimum expectereturn不同于expectereturn,在计算整个portfolio的return时,要用各个subportfolio的expectereturn进行计算,那在本题计算要往每个sub portfolio分配多少资金时,不也应该用E(r)吗?

2024-01-07 13:07 1 · 回答

NO.PZ202212280100004702 问题如下 Construthe overall goals- baseasset allocation for the Armstrongsgiven their three goals anAbbott’s suggestion for investing any excesscapital. Show your calculations. (原版书) • The mole thshoulselectefor eagois the one thoffers the highest return given the time horizon anrequireprobability of success.• Approximately 16.4%, 12.7%, 50.4%, an20.5% shoulinvestein Moles an respectively.The appropriate goals- baseallocation for the Armstrongs is follows: For Go1, whiha time horizon of five years ana requireprobability of success of 85%, Mole C shoulchosen because its 4.4% expectereturn is higher ththe expectereturns of all the other moles. The present value of Go1 is calculatefollows:N = 5, FV = –5,000,000, I/Y = 4.4%; CPT PV = $4,031,508 (or $4.03 million)So, approximately 50.4% of the totassets of $8 million (= $4.03 million/$8.00 million) shoulallocateto Mole For Go2, whiha time horizon of 10 years ana requireprobability of success of 99%, Mole B shoulchosen because its 2.2% expectereturn is higher ththe expectereturns of all the other moles. The present value of Go2 is calculatefollows: PV = $1,013,670 (or $1.01 million)So, approximately 12.7% of the totassets of $8 million (= $1.01 million/$8.00 million) shoulallocateto Mole For Go3, whiha time horizon of 25 years ana requireprobability of success of 75%, Mole shoulchosen because its 7.5% expectereturn is higher ththe expectereturns of all the other moles. The present value of Go3 is calculatefollows:N = 25, FV = –10,000,000, I/Y = 7.5%; CPT PV = $1,639,791 (or $1.64 million)So, approximately 20.5% of the totassets of $8 million (= $1.64 million/$8.00 million) shoulallocateto Mole Finally, the surplus of $1,315,032 (= $8,000,000 – $4,031,508 – $1,013,670 – $1,639,791), representing 16.4% (= $1.32 million/$8.00 million), shoulinvestein Mole A following Abbott’s suggestion. 经典题讲解说GO2应该用先付,请问是为什么?

2024-01-02 21:39 2 · 回答

NO.PZ202212280100004702 问题如下 Construthe overall goals- baseasset allocation for the Armstrongsgiven their three goals anAbbott’s suggestion for investing any excesscapital. Show your calculations. (原版书) • The mole thshoulselectefor eagois the one thoffers the highest return given the time horizon anrequireprobability of success.• Approximately 16.4%, 12.7%, 50.4%, an20.5% shoulinvestein Moles an respectively.The appropriate goals- baseallocation for the Armstrongs is follows: For Go1, whiha time horizon of five years ana requireprobability of success of 85%, Mole C shoulchosen because its 4.4% expectereturn is higher ththe expectereturns of all the other moles. The present value of Go1 is calculatefollows:N = 5, FV = –5,000,000, I/Y = 4.4%; CPT PV = $4,031,508 (or $4.03 million)So, approximately 50.4% of the totassets of $8 million (= $4.03 million/$8.00 million) shoulallocateto Mole For Go2, whiha time horizon of 10 years ana requireprobability of success of 99%, Mole B shoulchosen because its 2.2% expectereturn is higher ththe expectereturns of all the other moles. The present value of Go2 is calculatefollows: PV = $1,013,670 (or $1.01 million)So, approximately 12.7% of the totassets of $8 million (= $1.01 million/$8.00 million) shoulallocateto Mole For Go3, whiha time horizon of 25 years ana requireprobability of success of 75%, Mole shoulchosen because its 7.5% expectereturn is higher ththe expectereturns of all the other moles. The present value of Go3 is calculatefollows:N = 25, FV = –10,000,000, I/Y = 7.5%; CPT PV = $1,639,791 (or $1.64 million)So, approximately 20.5% of the totassets of $8 million (= $1.64 million/$8.00 million) shoulallocateto Mole Finally, the surplus of $1,315,032 (= $8,000,000 – $4,031,508 – $1,013,670 – $1,639,791), representing 16.4% (= $1.32 million/$8.00 million), shoulinvestein Mole A following Abbott’s suggestion. goal2 计算有问题啊,答案算的时候,分母为什么没有调inflation 啊?看下我做的对吗?还有就是那个负利率折现,会不会有什么问题啊?ation?只在现金流调整?

2023-08-23 22:56 1 · 回答

NO.PZ202212280100004702 问题如下 Construthe overall goals- baseasset allocation for the Armstrongsgiven their three goals anAbbott’s suggestion for investing any excesscapital. Show your calculations. (原版书) • The mole thshoulselectefor eagois the one thoffers the highest return given the time horizon anrequireprobability of success.• Approximately 16.4%, 12.7%, 50.4%, an20.5% shoulinvestein Moles an respectively.The appropriate goals- baseallocation for the Armstrongs is follows: For Go1, whiha time horizon of five years ana requireprobability of success of 85%, Mole C shoulchosen because its 4.4% expectereturn is higher ththe expectereturns of all the other moles. The present value of Go1 is calculatefollows:N = 5, FV = –5,000,000, I/Y = 4.4%; CPT PV = $4,031,508 (or $4.03 million)So, approximately 50.4% of the totassets of $8 million (= $4.03 million/$8.00 million) shoulallocateto Mole For Go2, whiha time horizon of 10 years ana requireprobability of success of 99%, Mole B shoulchosen because its 2.2% expectereturn is higher ththe expectereturns of all the other moles. The present value of Go2 is calculatefollows: PV = $1,013,670 (or $1.01 million)So, approximately 12.7% of the totassets of $8 million (= $1.01 million/$8.00 million) shoulallocateto Mole For Go3, whiha time horizon of 25 years ana requireprobability of success of 75%, Mole shoulchosen because its 7.5% expectereturn is higher ththe expectereturns of all the other moles. The present value of Go3 is calculatefollows:N = 25, FV = –10,000,000, I/Y = 7.5%; CPT PV = $1,639,791 (or $1.64 million)So, approximately 20.5% of the totassets of $8 million (= $1.64 million/$8.00 million) shoulallocateto Mole Finally, the surplus of $1,315,032 (= $8,000,000 – $4,031,508 – $1,013,670 – $1,639,791), representing 16.4% (= $1.32 million/$8.00 million), shoulinvestein Mole A following Abbott’s suggestion. 用先付年金算了几遍mole b的PV都是1036127,和答案101xxxxx有出入公式如下FV=0,N=10,I/Y=-0.78,PMT=100,000是哪里错了么。。。

2023-08-10 21:59 1 · 回答