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Calcimator

Roth IRA Calculator

Project your Roth IRA balance at retirement with tax-free growth. See how annual contributions and compound interest build your nest egg — all tax-free at withdrawal.

The Roth IRA Calculator projects the tax-free balance you'll have at retirement by compounding a starting balance plus steady annual contributions at an assumed return, month by month, from your Current Age to your Retirement Age. Retirement Age governs how much time compounding gets to work: holding contributions and balance fixed, pushing the horizon out even a few extra years lets growth build on an already-larger base, producing a disproportionately bigger ending balance rather than a merely proportional one — the same mechanism that makes Current Balance matter enormously for anyone starting with a large rollover or existing balance, since a big enough starting sum keeps compounding on its own regardless of new contributions. Annual Contribution is capped in this calculator at the current IRS limit (2026: $7,500, or $8,600 for savers age 50 and over using the catch-up allowance), since that's the maximum the law actually permits into a Roth IRA in a given year regardless of how much you might want to save. The defining feature of a Roth IRA versus a Traditional IRA is baked into every output here: because contributions are made with after-tax dollars, both the Total Growth and the full Total at Retirement balance are withdrawn completely tax-free in retirement (subject to normal Roth qualified-distribution rules), which is why this calculator reports Tax-Free Growth as its own line rather than treating it as taxable income the way a Traditional IRA or 401(k) projection would. This calculator does not model income-based Roth contribution eligibility phase-outs, which restrict or eliminate direct Roth contributions above certain income thresholds.

Inputs

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Summary

Total at Retirement

$1,240,720.64

≈ 3 average U.S. homes

Total Contributed$272,500.00
Total Growth$968,220.64
Monthly Income (4% Rule)$4,135.74
Tax-Free Growth$968,220.64

Roth IRA Growth Over Time

Contributions vs Tax-Free Growth

Figures current as of 2026. Sources: IRS Notice 2025-67, IRS Notice 2025-67

How to Use This Calculator
  1. Enter your current age and planned retirement age.
  2. Input your current Roth IRA balance.
  3. Set your annual contribution — the 2026 limit is $7,500 ($8,600 if age 50+).
  4. Enter your expected annual return rate — 7% is a conservative long-term estimate.
  5. Review the total tax-free balance at retirement, total contributions made, tax-free growth, and monthly income using the 4% rule.

How the result changes with Retirement Age

Retirement AgeTotal at Retirement
36$70,926.64
51$400,167.67
69$1,674,805.31
84$4,969,532.55

What each input means

Current Age
Your current age in years.
Retirement Age
The age at which you plan to retire.
Current Balance
Current account or loan balance.
Annual Contribution
2026 limit: $7,500 ($8,600 if age 50+).
Expected Annual Return
Expected average annual investment return.

What each result means

Tax-Free Growth
All Roth IRA growth is tax-free at withdrawal.

How this is calculated

Worked example, using the default values

  1. Identify Input Parameters
    4 parameters
    Current Age = 30, Retirement Age = 65, Current Balance = 10000, Annual Contribution = 7500 = 5 input(s) provided
  2. Calculate Total at Retirement
    1240720.64 = $1,240,720.64
  3. Calculate Total Contributed
    Total Contributed
    272500 = $272,500
  4. Calculate Total Growth
    Total Growth = Math
    968220.64 = $968,220.64

Figures and sources

Engine last updated . Checked against 2 independently-derived tests how we verify calculators.

Frequently Asked Questions

What makes Roth IRA growth tax-free?

Because Roth IRA contributions are made with money you've already paid income tax on, the IRS lets both your contributions and every dollar of investment growth come out completely tax-free in retirement, as long as you meet the qualified-distribution rules (generally age 59½ and the account open at least five years). That's the opposite of a Traditional IRA or 401(k), where contributions reduce your taxable income today but withdrawals in retirement are taxed as ordinary income.

How much can I contribute to a Roth IRA in 2026?

The 2026 IRS limit is $7,500 per year for savers under 50, or $8,600 for those 50 and older using the age-50-plus catch-up contribution. This calculator's Annual Contribution input is capped at that combined limit, since the IRS caps how much can go into a Roth IRA in any single year regardless of your income or how much you'd like to save.

Does my income affect how much I can contribute?

Yes, though this calculator doesn't model it directly — the IRS phases out your ability to contribute directly to a Roth IRA as your modified adjusted gross income rises, and for 2026 that phase-out runs from $153,000 to $168,000 for single filers and $242,000 to $252,000 for married couples filing jointly. Above the upper threshold, direct Roth contributions aren't allowed at all, though a backdoor Roth conversion may still be an option.

Why does Retirement Age matter so much to my ending balance?

Because Roth IRA growth compounds monthly in this projection — every month's return is calculated on the full balance including all prior growth, not just your original contributions — so extending the horizon by even a few years gives compounding meaningfully more time to work on an already-larger balance. That's why pushing your Retirement Age out tends to move Total at Retirement by more than a simple proportional increase would suggest.

Can I use this calculator if I'm over the income limit for direct contributions?

This calculator projects growth for whatever Annual Contribution you enter, so it can still show you the growth trajectory for a backdoor Roth IRA strategy (contributing to a Traditional IRA then converting to Roth) if that's how you're funding the account. It does not itself calculate the tax consequences of a Roth conversion or check your eligibility — it simply assumes the contribution amount you enter successfully lands in the Roth IRA each year.

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