Assume that you are 23 years old and started saving for retirement on January 1, 2023. You plan to retire on December 31, 2067, when you are 68 years old. There are 45 years from the time you started investing (saving) until you reti You have no previous or other retirement saving when you start to save. Assume there are 365 days and 52 weeks in each year from 2023 to 2067. (Ignore leap years). Assume that taxes wi not affect any of the amounts or your savings. You invest $75 at the end of each week into a retirement account paying 7.5% compounded weekly from January 1, 2023, until you retire. Show all work and answer the following questions: 1. Assuming no withdrawals or additional payments were made, how much money will be in your retirement account after 45 years? 2. Assuming you made all the weekly payments for45 years, how much did you pay into your retirement account?
Assume that you are 23 years old and started saving for retirement on January 1, 2023. You plan to retire on December 31, 2067, when you are 68 years old. There are 45 years from the time you started investing (saving) until you reti You have no previous or other retirement saving when you start to save. Assume there are 365 days and 52 weeks in each year from 2023 to 2067. (Ignore leap years). Assume that taxes wi not affect any of the amounts or your savings. You invest $75 at the end of each week into a retirement account paying 7.5% compounded weekly from January 1, 2023, until you retire. Show all work and answer the following questions: 1. Assuming no withdrawals or additional payments were made, how much money will be in your retirement account after 45 years? 2. Assuming you made all the weekly payments for45 years, how much did you pay into your retirement account?
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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