Retirement Projection

Project your retirement savings: current balance, annual contributions, expected return, inflation, target year. See real (inflation-adjusted) and nominal balances. Stress-test with multiple return scenarios.

Projections, not guarantees. Real returns vary, sequence-of-returns risk is real, inflation can spike. Use this for ballpark planning, not as investment advice.

Will the money last?

Retirement is one of the largest financial decisions most people will ever make — and most of it is decided years before by a tiny handful of inputs: how much you save, what it earns, and how long it has to grow. This tool projects those inputs forward to a target retirement age, then runs the math in reverse to show how long the resulting pot lasts at a chosen withdrawal level. Crucially it shows both the nominal balance (what your statement will show) and the real balance (what that money will actually buy in today's terms after inflation eats away).

The math

Accumulation phase, year by year: balance × (1 + return) + annual contribution. Inflation-adjusted value: nominal ÷ (1 + inflation)^years. Depletion phase: each retirement year, balance earns return, then a withdrawal that itself grows with inflation comes out. We walk this until the balance hits zero.

The single most important framing

Returns are not steady. The classic "4% safe withdrawal rule" (Trinity Study) survives most 30-year historical periods at 4% real withdrawal — but the worst historical period left someone broke at year 28. Real-world planners often use 3.5% to be safer, or build in a "guardrail" rule that flexes the withdrawal up or down as the portfolio swings. This tool's depletion number is a constant-return projection — treat it as a planning ballpark, not a prediction.

What the projection can't model

Levers that move the outcome most

Pairs with

Not investment advice. This tool runs arithmetic on your inputs and shows you the picture. It cannot account for sequence-of-returns risk, tax law changes, your specific income needs, longevity risk, or any other personal circumstance. Treat its numbers as a starting point for conversation with a qualified financial planner, not as a recommendation.

Age 35 to 65 on $50,000 and $12,000/year

Age 35, retiring at 65, with $50,000 saved and $12,000/year going in. A 50% employer match lifts the real contribution to $18,000/year. At 7% nominal, the pot grows to about $2.08 million by 65 — but at 2.5% inflation that's roughly $990,000 in today's money. A $40,000 annual withdrawal is about 4% of that real pot: right at the classic "safe" line, which is exactly why sequence-of-returns risk in the first retirement decade is the thing to plan around.

Quick answers

Why is the "today's money" figure so much lower? Inflation compounds too. Over 30 years at 2.5%, prices roughly double, so a $2M nominal pot commands about half that in current purchasing power. The real figure is the honest one to plan a retirement lifestyle against.

How much is the employer match actually worth? Here it adds $6,000/year of free contributions that then compound for decades — a large slice of the final pot. Capturing a full match is usually the highest-return move available in personal finance.

Is 4% a safe withdrawal rate? It survives most historical 30-year periods, but the worst left someone nearly broke by year 28. Many planners use 3.5%, or a "guardrail" that flexes spending with the portfolio. Treat 4% as a target-setting heuristic, not a withdrawal recipe.

What return should I enter? Use a nominal figure and keep inflation separate (the tool already does). A diversified long-term portfolio is often modelled at 6–7% nominal; lower it if you're bond-heavy or fee-heavy.

Savings vs drawdown

The projection compounds your starting balance plus annual contributions at your expected nominal return, then applies a second, separate discount for inflation to show the pot in today's purchasing power. That second step is the one most calculators skip: at 2.5% inflation over 30 years, prices roughly double, so a $2M nominal pot commands only about $1M in real spending power. The 4% rule then frames the drawdown — a $40,000 withdrawal against a $1M real pot — but the number that actually decides retirements is sequence-of-returns risk: a bad market in the first decade of withdrawals does far more damage than the same losses later, because you are selling assets while the balance is highest.

The nominal-dollar mirage

Planning in nominal dollars. The seven-figure future balance feels like enough precisely because inflation hasn't been taken out of it. Always plan a retirement lifestyle against the real (inflation-adjusted) figure, and stress-test with a low return as well as your central one — the pessimistic path is the one that tells you whether the plan survives.

Related

The compound interest calculator shows the accumulation math in isolation, the inflation calculator converts any future figure to today's money, and the ROI calculator checks the return assumption behind it all. For the intuition traps, read the compound-interest myths guide.

How big a pot? The 4% rule at a glance

Flip the projection around: instead of "what will my pot grow to?", ask "what pot funds the life I want?". A safe-withdrawal rate answers it in one division — pot needed = annual spending ÷ withdrawal rate. Lower the rate for a longer or more cautious retirement.

Spending / yr (today's money) Pot at 4% Pot at 3.5% Pot at 3%
$40,000$1.00M$1.14M$1.33M
$60,000$1.50M$1.71M$2.00M
$80,000$2.00M$2.29M$2.67M
$100,000$2.50M$2.86M$3.33M
The catch the table can't show: sequence-of-returns risk. Two retirees with the same average return can end up worlds apart if one meets a bad market in their first few years of withdrawals — selling assets while the balance is highest does damage that a good later decade never fully repairs. Treat the 4% row as the optimistic anchor, not a guarantee.