The average 25 year old will need $1,157,492 compounding at 8% a year (or 5.25% above inflation), to match his estimated lifetime spending. A 45 year old will need $1,132,793 and a 65 year old will need $644,585.
Present Value of Savings to match the Average Consumer Lifetime Spending
A
consumer is considered a household (from BLS website: "A consumer
unit consists of any of the following: All members of a particular
household who are related by blood, marriage, adoption, or other legal
arrangements").
The above table illustrates the value of compounding investments as without compounding and average inflation, the average 25 year old will need $7,760,036 to match his expected lifetime spending (without any additional contributions savings). While compounding an investment portfolio at 8% annually will only require him/her to currently have $1,157,492 (without any additional contributions to savings). The amount required for savings does not include any type of pension, government assistance or other benefits consumers may receive. Also, inflation and annual compounding return could be totally different going forwarded. The numbers used were based off historical data back to 1871, but going forward, the world could be completely different with big changes in non-financial factors as well, like expected lifetime. So take all these numbers with a grain of salt.
For those who believe they are in a strong financial position, I provided the same calculations for the Top 10% of Consumers below.
Present Value of Savings to match the Top 10% Consumer for Lifetime Spending
Related Posts
How much will people spend in their lifetime? https://www.unpackinvesting.com/2021/09/how-much-will-people-spend-in-their.html
How much do people spend at different ages in the United States? https://www.unpackinvesting.com/2021/09/how-much-do-people-spend-at-different.html
Do you spend too much? or too litte? How much does the average american spend vs the top 10%?
https://www.unpackinvesting.com/2021/08/spending-too-much-or-too-little_0645791283.html
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