Budget Calculator
Find your monthly surplus and what share each category takes.
Divide what you save by what you earn to get the single percentage that predicts how many working years stand between you and financial independence — and see what raising it by ten points is actually worth.
Estimates only. The result depends entirely on the assumptions you enter. Rates, fees and tax rules vary by lender and by country, and none of this is financial, tax or investment advice. Confirm figures with a qualified adviser or the institution before you commit to anything.
Your savings rate is the share of take-home pay you do not spend. It is a more useful number than either your income or your savings balance, because it drives both how fast the pot grows and how small the pot needs to be.
The table runs your income at seven different savings rates, so you can see what moving from 20% to 30% actually buys. The answer is usually about eight years, which is a more persuasive argument than any amount of encouragement.
The headline is one division. What makes it powerful is that the same number appears on both sides of the independence calculation.
| Symbol | Meaning | Unit | Typical range |
|---|---|---|---|
Income | Monthly take-home pay | currency | 1,500 – 20,000 |
Saved | Monthly saving, investing and extra debt repayment | currency | 0 – 8,000 |
Return | Expected annual return after inflation | % | 2 – 8 |
Withdrawal | Share of the pot drawn each year | % | 3 – 5 |
Target | Annual spending ÷ withdrawal rate | currency | — |
The double effect is the whole point. Raising your savings rate from 20% to 30% increases what you put away by half and simultaneously reduces the pot you need by 12.5%, because you have proved you can live on less. Neither effect on its own would be dramatic; together they are.
| Savings rate | Saved monthly | Pot needed | Years from zero |
|---|---|---|---|
| 10% | $540 | $1,458,000 | 50.2 |
| 20% | $1,080 | $1,296,000 | 35.9 |
| 30% | $1,620 | $1,134,000 | 27.4 |
| 40% | $2,160 | $972,000 | 21.2 |
| 50% | $2,700 | $810,000 | 16.3 |
| 60% | $3,240 | $648,000 | 12.2 |
| 70% | $3,780 | $486,000 | 8.7 |
Read the last column rather than the third. Going from 10% to 20% removes fourteen years. From 20% to 30% removes another eight and a half. The curve is steepest at the low end, which means the first improvement in your savings rate is worth far more than any later one — and that is true regardless of what you earn.
The reason savings rate matters more than income is that it is a ratio, and the target it produces scales with it. Two people, one earning twice the other, reach independence at the same time if they save the same percentage.
| Household A | Household B | |
|---|---|---|
| Take-home income | $3,000 | $9,000 |
| Savings rate | 30% | 30% |
| Saved each month | $900 | $2,700 |
| Annual spending | $25,200 | $75,600 |
| Target pot | $630,000 | $1,890,000 |
| Years from zero | 27.4 | 27.4 |
Household B earns three times as much, saves three times as much, and finishes at exactly the same time. Income determines the standard of living; the savings rate determines the timeline. That is a genuinely surprising result and it is the single most useful thing this page has to say.
It also explains why a pay rise absorbed entirely by lifestyle changes nothing. If income and spending both rise 20%, the savings rate is unchanged and so is the number of years. The rise only helps if some of it lands on the savings side.
One caution: at very low incomes the ratio stops being the whole story, because essential spending has a floor that does not scale down. A household saving 5% because that is genuinely all that is left is in a different position from one saving 5% by choice, and no percentage captures that difference.
What the projection assumes, and where each assumption bends.
A constant real return. Five per cent after inflation is a reasonable long-run planning figure for a diversified portfolio and is not what any individual decade will deliver. Run the calculation at 3% as well, and treat the difference between the two answers as the width of your uncertainty rather than a detail.
Spending stays flat in real terms. In practice it rarely does — children, care costs and health all move it. The offsetting factor is that many costs fall in later life, particularly housing once a mortgage ends.
The 4% withdrawal rate. It comes from studies of thirty-year retirements using historical market data. For a retirement that might last forty or fifty years, 3.5% or 3% is the more defensible assumption — and it raises the target pot by 14% and 33% respectively.
No other income. State pensions, defined-benefit schemes and part-time work all reduce the pot required. Subtract any reliable future income from your annual spending before entering it, and the target falls accordingly.
Tax. Withdrawals may be taxable depending on the account. If they will be, work with gross spending rather than net, or lower the withdrawal rate to compensate.
The budget calculator is the natural companion: it finds the savings rate this page needs as an input, and it identifies which categories could realistically move it. For a full projection including inflation-adjusted target income, the retirement calculator does the same arithmetic with a fixed retirement age rather than solving for the date.
And treat the resulting year as a direction rather than a date. A projection twenty-eight years out will be wrong in both directions several times before it arrives. Its usefulness is in showing which decisions move it — and on these assumptions, almost nothing moves it like the savings rate itself.
Anything above 20% of take-home pay puts you well ahead of typical household averages in most developed economies. What counts as good depends on when you want to stop working: 20% implies roughly thirty-six years from zero, 40% implies twenty-one, and 60% implies about twelve.
Divide what you save each month by your take-home pay and multiply by 100. Saving $1,350 from $5,400 is a 25% rate. Include investing and any debt repayment above the minimum; exclude employer pension contributions, which are not part of take-home pay.
Because it appears on both sides of the calculation. Saving more grows the pot faster and, by proving you can live on less, shrinks the pot you need. Two households earning very different amounts reach independence at the same time if they save the same percentage.
The capital portion is genuinely building net worth, so there is a case for it. But a house does not fund your annual spending unless you sell it, so including it makes the independence date optimistic. The cleaner approach is to exclude it and treat the eventual mortgage-free position as a reduction in future spending.
A real return — nominal minus inflation — so the answer is in today's money. Five per cent is a common long-run planning figure for a diversified portfolio. Run it at 3% as well and build the plan around the pessimistic answer.
It is a well-studied convention rather than a guarantee, derived from thirty-year historical retirements. Longer retirements argue for 3% to 3.5%, which raises the required pot by a third at the lower end. Flexibility about spending in bad years matters more than the exact figure.
No. Subtract any reliable future income from your annual spending before entering it, and the target pot falls accordingly. For someone expecting a meaningful state pension, that adjustment can shorten the timeline by several years.
Calculate the rate annually rather than monthly: total saved for the year divided by total take-home for the year. Monthly figures swing too much to be useful when income arrives unevenly.
Yes, and the effect is stronger than most people expect because both the contribution and the target move. Going from 20% to 30% removes about eight and a half years on these assumptions — more than any realistic improvement in investment return.
Yes, anything above the minimum. It raises net worth exactly as a deposit would and usually at a better guaranteed return. Once the debt is clear, redirect the same amount into investing and your rate stays where it was.
Six tools that pick up where this one leaves off.
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