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Updated 2026-09-16 · Money Insights · Educational use only ·
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Wealth Gap Calculator

Years to close the net worth gap between you and a reference wealth level

Work out the gap between your net worth and a reference figure, and how many years of out-saving that reference it would take to close it.

What this tool does

This calculator measures the distance between two net worth figures and works out what it would take to close it. It takes your net worth, a reference net worth, your annual saving and the reference's annual saving, then returns the gap in cash, the ratio between the two positions, and a year count. The year count only appears when your annual saving exceeds the reference's, because that is the only condition under which an absolute gap narrows; otherwise it reads Not closing. At the defaults, 100,000 against 500,000 is a gap of 400,000, and saving 10,000 a year against the reference's 30,000 means the gap widens rather than closes. Saving is treated as linear, with no investment returns on either side and no change in income over time, so the figure is a floor on the effort rather than a forecast. Educational illustration only.

Quick answer: with the default values, the result is $400,000.00 (Wealth Gap). Adjust the values below for your own figures.


Enter Values

People also use

Formula Used
Wealth gap
My net worth
Reference net worth
My annual saving
Reference annual saving
Years to close, only when S_m exceeds S_r

Disclaimer

Results are estimates for educational purposes only. They do not constitute financial advice. Consult a qualified professional before making financial decisions.

Understanding Wealth Gaps

A wealth gap is the difference between two net worth figures, and closing one is simpler arithmetic than it feels. Only one thing narrows a gap: saving more per year, in absolute terms, than whatever you are measuring against. Not saving harder, and not saving a higher share of income. More money. If the reference puts away 30,000 a year and you put away 10,000, the gap grows by 20,000 annually no matter how disciplined either side feels.

Why Most Wealth Gaps Don't Close

The awkward part is that a higher reference net worth usually sits on a higher income, and income is what funds saving. That is why the absolute comparison is the one that counts: a reference saving a smaller share of a much larger income can still out-save you by a wide margin. Wealth is distributed considerably more unevenly than income across most countries, which is the same fact viewed from the other end.

So the calculator returns Not closing whenever your annual saving matches or trails the reference. That is not a failure state, it is the arithmetic, and it is the honest answer to a question the page would otherwise be tempted to soften.

Worked Example for Peer Comparison

A net worth of 100,000 against a reference of 500,000 gives a gap of 400,000. Saving 10,000 a year against the reference's 30,000 puts the savings gap at minus 20,000, and the calculator returns Not closing, because a gap does not narrow while the other side is putting away 20,000 more each year. Left alone, that gap is 600,000 after a decade rather than zero.

What would close it: saving 40,000 a year, which is 10,000 more than the reference, clears 400,000 in 40 years. Saving 50,000 clears it in 20. Closing it inside a decade needs 70,000 a year, 40,000 more than the reference puts away. Those are the figures the arithmetic gives. Whether any of them is reachable is a separate question the calculator does not touch.

What the Calculator Does Not Model

Investment returns on either side, which matter more than they sound: a larger base compounds to a larger absolute gain at the same rate, so returns generally widen an absolute gap rather than close it. Windfalls and inheritances, which move a gap in a single step. A reference whose saving grows faster than yours across a career. Cost of living differences that change what a given income can set aside.

One thing worth watching is that the two figures can move in opposite directions. At the defaults the absolute gap widens from 400,000 to 600,000 over ten years while the ratio improves from 20% to 25%, because a smaller base grows proportionally faster. Both are true at once, which is why the calculator shows the gap and the ratio side by side rather than picking one.

Alternative Paths to Wealth Closure

Inside the arithmetic there is only one lever: the absolute amount saved each year. Anything that closes a real gap works by moving that number, whether through a higher income, a lower cost base, or equity in something appreciating outside the savings line altogether. All of that sits outside what this calculator models, and it has nothing to say about how likely any of it is for a given person.

What it does is turn a vague sense of being behind into a specific annual figure. At the defaults that figure is 70,000 a year to close the gap within a decade, against the 10,000 currently going in. Knowing the number is not the same as reaching it, but it is the point at which the question stops being a feeling and starts being answerable.

Example Scenario

A net worth of $100,000 against a reference of $500,000 leaves a gap of $400,000.00, with $10,000 a year going in against the reference's $30,000.

Inputs

My Net Worth:$100,000
Reference Net Worth:$500,000
My Annual Savings:$10,000
Reference Annual Savings:$30,000
Expected Result$400,000.00
Expected Result breakdown
Years to CloseNot closing
Current Ratio20.0%
Annual Savings Gap-$20,000.00
My Net Worth$100,000.00

This example uses sample figures for illustration. Adjust the inputs above to match a specific situation and see how the result changes.

Sources & Methodology

Methodology

The gap is the reference net worth minus your own, so a positive figure means the reference is ahead. The savings gap is your annual saving minus the reference's, which is positive only when you set aside more each year than the reference does. Years to close divides the gap by that savings advantage, and is reported only when both the gap and the advantage are positive; in every other case the output reads Not closing, either because a gap cannot narrow while the other side saves at least as much, or because there is no positive gap left to close. The current ratio is your net worth over the reference's, expressed as a percentage. The model assumes constant saving on both sides, no investment return on either balance, no change in income, and no one-off transfers such as inheritance. It is a description of one held-flat scenario rather than a projection.

Frequently Asked Questions

Can I close any wealth gap with enough saving?
Only by saving more each year in absolute terms than the reference does. Matching the reference's annual saving holds the gap where it is; anything less widens it. That is why the year count here is driven by the difference between the two saving figures rather than by either one alone, and why a large gap against a reference who saves heavily can stay open indefinitely at any saving level you could realistically sustain.
What about investment returns?
The calculator assumes none, on either side. That is a deliberate simplification rather than an oversight: at the same rate of return a larger balance gains more in absolute terms, so including returns would generally widen an absolute gap rather than close it. Treating both balances as growing only by deposits gives the shortest honest timeline, and any real portfolio behaviour on the reference's side works against that timeline rather than for it.
Is comparison useful?
It depends entirely on the reference chosen, and the calculator has no view on which one is worth using. A specific person, a population median for an age band, and a personal target all produce a valid gap and a valid year count, and they answer quite different questions. What the arithmetic cannot supply is whether the comparison is a useful thing to be making at all.
What if gap never closes?
That is the ordinary result rather than an error, and it appears whenever annual saving matches or trails the reference's. The gap in cash and the ratio between the two positions both still compute, and they can disagree: an absolute gap can widen while the ratio improves, because a smaller base grows proportionally faster. At the defaults the gap goes from 400,000 to 600,000 across a decade while the ratio rises from 20% to 25%.

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