How Does a Roth IRA Differ From a Traditional IRA?

By Published Updated 4 min read

Educational information, not financial advice. How we research and review.

Choosing between a Roth IRA and a traditional IRA can feel like a coin toss - both are individual retirement accounts, both offer a tax advantage, both let your money grow inside. The difference that actually matters comes down to one question: when do you get the tax break?

Tax now or tax later

Retirement money gets taxed at some point. The two account types just disagree about when.

With a traditional IRA, you get the tax break up front. Your contributions can lower your taxable income for the year, so you feel the benefit now. In exchange, your withdrawals in retirement are treated as taxable income. You paid nothing going in, so you pay going out.

A Roth IRA flips the timing. You fund it with money you’ve already paid tax on, so there’s no deduction today. The payoff comes later: qualified withdrawals in retirement are tax-free, including the growth along the way. You pay now so you don’t pay then. Because those contributions were taxed on the way in, they sit in a different position from the growth stacked on top of them, and that split is the root of the half-true claim that the contribution portion of a Roth can be taken back out at any time.

That’s the whole heart of it. Tax later, or tax now.

What they share

What drives the choice

Because the difference is about timing, what people weigh is their tax rate - now versus later. If you expect a higher bracket in retirement than today, paying tax now at a lower rate has appeal. If you expect a lower rate later, deferring can look more attractive. Nobody knows their future tax rate for certain, which is why this is a judgment call, not a math problem with one right answer.

A few other rules shape the picture too. Eligibility for a Roth can phase out above certain income levels, the rules for early withdrawals differ between the two, and all these thresholds are set by tax law, which changes over time. One option belongs to neither IRA at all: a workplace 401(k) may let a participant borrow against the balance instead of withdrawing from it, and because those repayments come out of pay that has already been taxed, whether a 401(k) loan ends up taxed twice is a common and reasonable source of confusion.

The grid: which account wins, at every pair of tax rates

Inputs below are illustrative and chosen to show the mechanics. Rates and limits change, so check the current figure at the source cited under Sources before relying on any of these numbers.

Rate today, down / rate in retirement, across 10% 12% 22% 24% 32% 35%
10% tie +$651 Roth +$3,908 Roth +$4,559 Roth +$7,164 Roth +$8,141 Roth
12% $651 traditional tie +$3,256 Roth +$3,908 Roth +$6,513 Roth +$7,490 Roth
22% $3,908 traditional $3,256 traditional tie +$651 Roth +$3,256 Roth +$4,233 Roth
24% $4,559 traditional $3,908 traditional $651 traditional tie +$2,605 Roth +$3,582 Roth
32% $7,164 traditional $6,513 traditional $3,256 traditional $2,605 traditional tie +$977 Roth
35% $8,141 traditional $7,490 traditional $4,233 traditional $3,582 traditional $977 traditional tie

Where the numbers come from

Account What goes in Value at year 25 Tax at withdrawal After tax, if the rate never changes at 22%
Traditional IRA $6,000 pre-tax $32,564.60 Taxed as income $25,400.38
Roth IRA $4,680.00 after 22% tax $25,400.38 None, if qualified $25,400.38
Show your work: formula, assumptions, and what was checked

Formula

future value = contribution * (1 + return) ^ years
traditional after tax = FV * (1 - rate in retirement)
roth after tax = FV * (1 - rate today), taxed once, on the way in
Roth advantage = roth after tax - traditional after tax

Assumptions used in the table above

  • $6,000 of pre-tax income, held 25 years at 7.0%
  • Same gross income committed either way, which is what makes the two comparable
  • Ordinary federal rates only. State tax, phase-outs, deduction limits and any change in the law are outside the model
  • No fees and no contribution increases

Verification

Computed by scripts/artifacts.py. The diagonal is the finding: when your rate today equals your rate in retirement the two accounts land on the identical number, so the account choice is a bet on your future bracket and nothing else. Contribution limits, income phase-outs and deduction rules are set by the IRS and are not reproduced here; check the source cited below for current figures.

The inputs above are fixed so the arithmetic can be checked. To run it on your own figures, use the Roth against traditional calculator.

Where the comparison gets misread

Sources & further reading