How much money do I need to retire?+
It depends on spending, retirement length, income, returns, inflation, fees, taxes, and personal circumstances. This calculator tests one set of assumptions rather than prescribing a target.
How does inflation affect retirement savings?+
Inflation raises the nominal future cost of spending. The calculator inflates today’s spending and income to retirement and continues adjusting them monthly.
What return should I assume?+
No return is guaranteed. Use assumptions appropriate to your portfolio and review conservative, expected, and optimistic illustrations.
What happens if I retire earlier?+
There are fewer contribution months and more withdrawal months, which can materially reduce projected portfolio longevity.
How do investment fees affect retirement?+
Fees reduce the invested balance monthly, leaving less capital available to compound and fund withdrawals.
How does Social Security or a pension affect the projection?+
Enter any generic monthly income estimate and start age. CalcRocket does not estimate or verify government or pension benefits.
What if my savings run out?+
The projection records an estimated depletion age and continues tracking spending not covered by portfolio withdrawals.
What is a retirement withdrawal rate?+
It is the annualized initial portfolio withdrawal divided by savings at retirement. It is a reference statistic, not a guarantee of sustainability.
What is the 4% rule?+
It is a historical rule of thumb based on particular assumptions and periods. It has important limitations and is not a universally safe or guaranteed rate.
How often should I update my retirement plan?+
Review it periodically and after meaningful changes to income, savings, spending, investments, fees, or retirement timing.
Does this calculator include taxes?+
No. It does not model income taxes, investment taxes, account-specific tax rules, or required distributions.
Are retirement returns guaranteed?+
No. All scenarios are smooth hypothetical illustrations; actual returns vary and may be substantially different.