Answered step by step
Verified Expert Solution
Link Copied!

Question

1 Approved Answer

Compare the results you found in Part A with the results you found in Part B. Discuss the reasons there is such a large difference

Compare the results you found in Part A with the results you found in Part B. Discuss the reasons there is such a large difference in the contributions that must be made to the retirement fund during the two time periods (that is, the time period in Part A and the Part B section).

Part A:

Rate of Dollar Amount of

Return (%) the Contribution

Average marketuse the expected portfolio rate

given at the top of Section IV in the spreadsheet 7.70 % $4,482

Above-average market (+2.6 percent) 10.30 % $2,092

Below-average market (1.4 percent) 6.30 % $6,652

Part B:

Rate of Dollar Amount of

Return (%) the Contribution

Average marketuse the expected portfolio rate

given at the top of Section IV in the spreadsheet 7.70 % $30,582

Above-average market (+2.6 percent) 10.30 % $22,845

Below-average market (1.4 percent) 6.30 % $35,632

this is the original text:

D. The contributions (amounts invested) that must be made each year during your career to ensure that your retirement fund accumulates the total amount needed at retirement are:

Rate of Dollar Amount of

Return (%) the Contribution

Average marketuse the expected portfolio rate

given at the top of Section IV in the spreadsheet 7.70 % $4,482

Above-average market (+2.6 percent) 10.30 % $2,092

Below-average market (1.4 percent) 6.30 % $6,652

(The Dollar Amount of the Contribution must be computed in the spreadsheetSection IV-D. Enter the results of the computations in the appropriate spaces above.)

E. Recompute the contributions that are needed to accumulate the amount of funds required at retirement (computed in Section B) assuming you wait to begin making contributions to your retirement fund such that the number of payments you make (years) is 50 percent of the years reported in Section II. In other words, if you expect you will work for 40 years before retiring, recompute the required retirement contributions using 20 yearsthat is, assume you wait 20 years to start contributing to your retirement fund so you have only 20 years remaining until you retire. For the computation in this portion of the project, follow the instructions given in Part D of this section. Compute the annual contributions that must be made to a retirement fund for the three different markets described in Part D.

Rate of Dollar Amount of

Return (%) the Contribution

Average marketuse the expected portfolio rate

given at the top of Section IV in the spreadsheet 7.70 % $30,582

Above-average market (+2.6 percent) 10.30 % $22,845

Below-average market (1.4 percent) 6.30 % $35,632

(The Dollar Amount of the Contribution must be computed in the spreadsheetSection IV-E. Enter the results of the computations in the appropriate spaces above.)

Compare the results you found in Part D with the results you found in this section. Discuss the reasons there is such a large difference in the contributions that must be made to the retirement fund during the two time periods (that is, the time period in Part D and the time period in this section).

Step by Step Solution

There are 3 Steps involved in it

Step: 1

blur-text-image

Get Instant Access to Expert-Tailored Solutions

See step-by-step solutions with expert insights and AI powered tools for academic success

Step: 2

blur-text-image

Step: 3

blur-text-image

Ace Your Homework with AI

Get the answers you need in no time with our AI-driven, step-by-step assistance

Get Started

Recommended Textbook for

Provider Audit In England Evaluating Medical Audit

Authors: James Buttery, Yvette; Walshe, Kieran; Rumsey, Moira; Amess, Moyra; Bennett, Jennifer & Coles

1st Edition

1898845034, 978-1898845034

More Books

Students also viewed these Accounting questions

Question

Give an example of a nonzero 2 2 matrix A such that A2 = O.

Answered: 1 week ago

Question

a. What are the mean value and standard deviation of lifetime?

Answered: 1 week ago