This calculate will tell you how many years your retirement nest egg will last if you make monthly withdraws. See how factors like interest rates, inflation, how much you withdraw, and the size of your savings can determine how many years your money will last.
Want to figure out how long your money will last if you withdrawal from your retirement savings each month? Our calculator can help.
This calculator takes your current retirement savings, desired monthly withdrawals, estimated investment return on your savings, inflation, and your tax bracket, and tells you how many years your savings will last.
There are several factors that will influence the longevity of your savings.
This is how much money you have right now, or how much you have in your retirement account. The higher your savings, the longer your money will last.
You decide how much you want to withdraw from your savings each month. If you are getting paid a pension, then this is the amount of money you want to withdraw in addition to your pension.
The more you withdraw, the fewer years your money will last. The less you withdraw, the longer your money will last.
As you are withdrawing from your savings, your savings should be earning an investment return. If you are invested in stock market, the average rate of return is around 8%. The bond market has historically returned around 4-5%.
If you are invested 50% in stocks and 50% in bonds, a long-term average rate of return of around 6% is reasonable.
However, investing is uncertain and can be volatile. Returns can go up and down from year to year. If you want more cushion against this, then you can shift more of your portfolio to bonds.
Inflation is the general increase in prices and the fall in the purchasing value of money. What does this mean for you? It means that the same goods and services you are consuming today will cost more in the future.
Our calculator takes into account inflation, which has historically been around 3% and subtracts this from your expected investment return. You can also choose your own inflation rate.