Imagine you are a financial advisor to Valerie VanNess. Ms. VanNess wants to retire in 25 years. She wants to start saving an annual amount at the end of each year until she retires. She expects to live for another 20 years after she retires. During retirement she wants to withdraw $15,000 at the start of each year from a savings account. She can earn 10% per year on balances in this savings account. Please look up the meaning of an "annuity due". Write out the formula that calculates the PV of regular annuity. If you use the PV annuity formula, at what time/year is the PV placed? Write out the formula that calculates the FV of a regular annuity: When the FV is calculated, in what year is the FV placed?
Imagine you are a financial advisor to Valerie VanNess. Ms. VanNess wants to retire in 25 years. She wants to start saving an annual amount at the end of each year until she retires. She expects to live for another 20 years after she retires. During retirement she wants to withdraw $15,000 at the start of each year from a savings account. She can earn 10% per year on balances in this savings account. Please look up the meaning of an "annuity due". Write out the formula that calculates the PV of regular annuity. If you use the PV annuity formula, at what time/year is the PV placed? Write out the formula that calculates the FV of a regular annuity: When the FV is calculated, in what year is the FV placed?
Essentials Of Investments
11th Edition
ISBN:9781260013924
Author:Bodie, Zvi, Kane, Alex, MARCUS, Alan J.
Publisher:Bodie, Zvi, Kane, Alex, MARCUS, Alan J.
Chapter1: Investments: Background And Issues
Section: Chapter Questions
Problem 1PS
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
Transcribed Image Text:Imagine you are a financial advisor to Valerie VanNess. Ms. VanNess wants to retire in 25 years.
She wants to start saving an annual amount at the end of each year until she retires. She expects
to live for another 20 years after she retires. During retirement she wants to withdraw $15,000 at
the start of each year from a savings account. She can earn 10% per year on balances in this
savings account.
Please look up the meaning of an "annuity due".
Write out the formula that calculates the PV of regular annuity.
If you use the PV annuity formula, at what time/year is the PV placed?
Write out the formula that calculates the FV of a regular annuity:_
When the FV is calculated, in what year is the FV placed?
1) Draw a timeline that clearly labels:
a) Now
b) The date Ms. VanNess will retire.
c) The date Ms VanNess will stop withdrawing from the savings account.
d)
The yearly amounts she will withdraw (you do not need to draw the total number of
withdrawals, but can indicate it somehow).
2) What is the Present Value of the withdrawals (that occur at the start of each year) that
Ms. VanNess plans to make while she is retired?
Show all work
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