Traditional vs Roth IRA Comparison

A Traditional vs Roth IRA comparison tool is a free online tool that compares tax savings, retirement balances, and after-tax withdrawals. It helps you choose which retirement account type saves you more money. Free, no sign-up required.

IRA Comparison Inputs

?Enter your annual contribution.
?Enter your current tax rate.
?Enter your retirement tax rate.
?Enter your years to retirement.
?Enter your annual return.
?Enter your current balance.
End of inputs

Traditional vs Roth IRA

Metric
Traditional IRA
Pre-tax contributions, tax-deferred growth, taxed withdrawals.
Roth IRA
After-tax contributions, tax-free growth, tax-free withdrawals.
Total Contributions$210,000.00$159,600.00
Pre-tax Balance$737,348.05$578,653.93
After-tax Value$575,131.48$578,653.93
Total Tax Paid$162,216.57$0.00
After-tax difference of $3,522.45 (0.61%). Annual Traditional deduction: $1,680.00/year.
Key Insights
Traditional contributions save $1,680.00 in taxes this year ($7,000.00 × 24.00%). This upfront deduction lowers your adjusted gross income, which can also unlock other tax benefits (child tax credit phase-outs, student loan interest deduction, ACA subsidies). If you need near-term tax relief, Traditional delivers immediate value.
Both accounts share the same $7,000 contribution limit (2026), but Roth's after-tax dollars are effectively "worth more" in pre-tax terms. Contributing the max to Roth equals $9,210.53 of pre-tax income, while Traditional's max is only $7,000.00 pre-tax. If you can afford to max out either account, Roth lets you shelter more purchasing power per year.
Roth IRA offers flexibility Traditional cannot match: tax-free withdrawals in retirement, no required minimum distributions (RMDs) during your lifetime, and the ability to withdraw contributions (not earnings) anytime penalty-free. This makes Roth ideal for early retirees, legacy planning, and managing taxable income in retirement to control Medicare premiums and Social Security taxation.
Both accounts produce nearly identical after-tax outcomes (within $3,522.45). When current and retirement tax rates are close, the math favors neither side decisively. In this case, prioritize Roth for its flexibility (tax-free withdrawals, no RMDs) unless you need the Traditional deduction now.
Your current rate (24.00%) and expected retirement rate (22.00%) are nearly equal. Mathematically, Traditional and Roth produce the same after-tax result when rates match. Break the tie using non-math factors: Roth's flexibility (no RMDs, tax-free withdrawals) vs Traditional's immediate cash-flow benefit from the deduction.

Guide

How to Use This Calculator

  1. 1Enter your annual contribution amount. The 2026 IRA limit is $7,000 ($8,000 if age 50+); most savers use the max.
  2. 2Set your current marginal tax rate. This is the federal bracket your IRA deduction would reduce — e.g. 24% for incomes around $100k to $200k single.
  3. 3Estimate your expected retirement tax rate. This is the bracket you expect to be in when withdrawing funds — typically lower if you'll have less taxable income, but could be higher if you expect large pension or conversion income.
  4. 4Adjust the investment horizon (years to retirement) and expected annual return. 7% aligns with long-term equity averages; 5% is more conservative for balanced portfolios.
  5. 5Set your current IRA balance if you already have savings — this grows under both scenarios equally but affects the final numbers.
  6. 6Review the side-by-side comparison: pre-tax balance, after-tax value, total tax paid, and the winner banner showing which account delivers more spendable money.
  7. 7Use the AI insights to understand the after-tax outcome, tax-rate differential, deduction benefit, contribution-limit fit, and Roth's retirement flexibility advantages.
Formula

How It's Calculated

Future value of IRA balance (annuity + lump sum):

  Balance = CurrentBalance × (1 + r)^n
          + AnnualContribution × [((1 + r)^n − 1) / r]

  where r = annual return rate (decimal), n = years to retirement.

Traditional IRA (after-tax value):
  Pre-tax balance grows tax-deferred.
  Withdrawals taxed as ordinary income at the retirement rate.

  TraditionalAfterTax = Balance × (1 − retirementTaxRate)
  TraditionalTax      = Balance × retirementTaxRate
  AnnualDeduction     = AnnualContribution × currentTaxRate

Roth IRA (after-tax value):
  Contribution is taxed upfront at the current rate.
  The after-tax contribution grows tax-free; withdrawals are tax-free.

  RothContribution = AnnualContribution × (1 − currentTaxRate)
  RothBalance      = CurrentBalance × (1 + r)^n
                   + RothContribution × [((1 + r)^n − 1) / r]
  RothAfterTax     = RothBalance     (no withdrawal tax)
  RothTax          = RothContribution × currentTaxRate  (paid upfront)

After-tax difference = RothAfterTax − TraditionalAfterTax
  Positive => Roth wins (retirement rate higher than current rate)
  Negative => Traditional wins (current rate higher than retirement rate)
  Zero     => Tie (rates equal — math is identical)

Example: $7,000/year contribution, 24% current rate, 22% retirement rate,
30 years, 7% return, $10,000 current balance:
- Traditional pre-tax balance ≈ $712,000+
- Traditional after-tax value ≈ $555,000+ (balance × (1 − 0.22))
- Roth contribution after tax = $7,000 × (1 − 0.24) = $5,320/year
- Roth balance ≈ $546,000+ (smaller contribution, but tax-free)
- Roth after-tax value ≈ $546,000+ (no withdrawal tax)
- Traditional wins because current rate (24%) > retirement rate (22%)
- Annual tax deduction from Traditional = $7,000 × 0.24 = $1,680/year
Glossary

Key Terms

FAQ

Frequently Asked Questions

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