How the projection works
The IRA balance grows as B(1 + r)^n + C × [(1 + r)^n − 1] ÷ r, with contribution C at the end of each year and return r. At retirement, the whole balance is taxed at the withdrawal rate you enter.
The taxable account gets the same contribution after today's income tax, C × (1 − current rate), and its returns are taxed every year, so it grows at r × (1 − tax rate on returns). The difference between the two after-tax totals is the value of tax deferral under your assumptions.
Worked example
Starting with 20,000 and adding 7,000 a year for 30 years at 6%, the IRA reaches 20,000 × 5.743491 + 7,000 × 79.058186 = 668,277.13. After 15% tax at withdrawal, 568,035.56 is left. Paying 22% tax first and 15% a year on returns, a taxable account reaches 438,422.99, so deferral is worth about 129,613 here.
2026 contribution limits
Limits are indexed each year and apply to the year shown. For 2026 the IRS lists:
| Account | Limit | Age-based extra |
|---|---|---|
| Traditional + Roth IRA (combined) | $7,500, or taxable compensation if less | +$1,100 at 50+ ($8,600) |
| SEP IRA (employer) | Lesser of 25% of compensation or $72,000 | None |
| SIMPLE IRA (employee deferral) | $17,000 | +$4,000 at 50+; +$5,250 at 60–63 |