How to Become a Millionaire?
Wednesday, February 24th, 2010We have this page that shows us how we should save so that we can retire without depending on insurance companies. The secret is to never stop saving. For example, you can be a millionaire if you follow the following plan for 35 years: start by saving 10.000 $ in the first year, invest them in financial instruments that have a guaranteed yield of 3% per year and also increase by 3% the amount you save each year.
10.000 $ might be much and 3% guaranteed might also seem much. But, over tens of years, the average yearly yield obtained by insurance companies was 7%. An yearly increase of our ability to save by 3% is not much. If we simulate a 7% yield and a 5% increase, we can start with 3500 $ per year or we can start with 10000 $, but stop after only 24 years.
Nobody guarantees 1a 7% yield and nobody guarantees that we will be able to keep increasing out savings by 5% each year. Although not guaranteed, this is certainly possible. Anyway, we can play with the lifetime savings page and find a plan which is both acceptable and reasonable.
OK! Let’s say we become millionaires in 30 - 35 years. Will we be the same millionaires as the nowadays millionaires? A million today is not the same thing as a million 35 years from now. The savings plan does not take inflation into account. To have a better view on the value of the money, I created pages that will show how much a million will be worth after a certain period of time or which is the current equivalent of a million that we will have after I do not know how many years.
For example, if we have a million dollars today and the inflation is 4% then, after 35 years, our million will be worth almost four millions. If we consider a 2% inflation, the values after 35 years will also decrease to two million.
We can also try it the other way around. If someone promises us a million dollars after 35 year, we should know that if the inflation is 4%, this will only be worth one quarter of a million and, in case the inflation is 2%, half million.
