How is the FI target calculated?
The target is annual spending divided by the withdrawal rate. At the default 4% rate, the target is 25 times one year of spending.
The target is annual spending divided by a withdrawal rate. The default rate is 4%. Current savings, new savings each year or month, and an expected real annual return then produce the years to reach that target. Returns are real, meaning inflation-adjusted. The 4% rule is a historical US rule of thumb, not a guarantee.
Financial independence here means a portfolio large enough that the withdrawal rate covers one year of spending. At 4%, the target is 25 times annual spending.
Target = annual spending / withdrawal rate
Savings grow at a constant real annual return r. A contribution C is added at the end of each year. The page solves that compound-growth formula for the number of years until the balance equals the target.
Years = ln((target + C / r) / (savings + C / r)) / ln(1 + r)
A zero real return does not grow the balance. The years are the gap divided by what you save each year:
Years = (target − savings) / C
Monthly savings use the monthly rate that matches the same effective annual real return, (1 + r)^(1/12) − 1. The contribution is added at the end of each month. The result is converted back to years.
If current savings are already at least the target, the result is already financially independent, in zero years.
If the savings and the return you entered can never reach the target, the page says the goal is unreachable. That happens, for example, when you add nothing and the real return is zero or negative while savings are still short of the target.
The return is a constant real (inflation-adjusted) rate, so spending stays in today’s money and is not inflated again. The 4% rule is a historical US rule of thumb from retirement research. It is not a promise that a portfolio will earn that return or that the money will last.
Fees, taxes, contribution caps, and the order in which returns arrive are not modeled. Reaching the target is not itself a withdrawal plan. The figure is for learning, not financial, investment, or tax advice.
The target is annual spending divided by the withdrawal rate. At the default 4% rate, the target is 25 times one year of spending.
It is a historical US rule of thumb from retirement research: some past portfolios could support withdrawing about 4% of the starting balance, then adjusting that amount for inflation, over a long retirement. It is not a guarantee of future returns, and it is not a promise that the money will last.
Yes. Enter a real return, already adjusted for inflation. Spending is in today’s money. The page does not apply a second inflation rate on top.
The page solves the compound-growth formula for the number of years until current savings plus new savings reach the target. Contributions are added at the end of each year, or each month if you choose monthly savings. A zero real return is the gap divided by what you save. Monthly savings use a monthly rate that matches the same annual real return.
If savings are already at least the target, the result is already financially independent, in zero years. If the contributions and return can never close the gap, the page says the goal is unreachable instead of showing a year.
Fees, taxes, contribution limits, and a poor sequence of returns are not included. Hitting the target is not a plan for how to withdraw the money. This is not financial, investment, or tax advice.