Retirement Savings Calculator - Balance & Income (2026)

Project your retirement balance from current savings, monthly contributions and expected return, and see the 4% rule income it supports.

Updated 2026
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Key Summary

At 30 with $50,000 saved, $800 monthly for 35 years at 7% assumed projects to about $1,248,000: $50,000 to $533,800 and $800 monthly to $1,114,000 after $778,000 compounding. The same $800 at 6% projects to $921,000, $327,000 less, while $1,200 at 7% projects to $1,745,000. According to SSA the average retired benefit in early 2026 was about $1,976 monthly. This assumes a constant 7%; past performance does not guarantee future results. Enter your numbers below.

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How to Use the Retirement Savings Calculator

1

Enter Current Age and Retirement Age

Enter 30 today and 65 retirement for 35 years. At 7% assumed, $50,000 alone to 65 is $533,829 without any new contributions.

2

Add Current Savings and Monthly Contribution

Enter $50,000 current and $800 monthly ($9,600 yearly). Over 35 years, $9,600 yearly at 7% is $1,114,000, while $800 monthly is $336,000 contributed.

3

Set Expected Return

Enter 7% as a planning assumption. At 7% $800 monthly for 35 years is $1,114,000; at 6% it is $921,000 and at 8% it is $1,365,000, a $444,000 spread.

4

Enter Needed Annual Expenses and Social Security

Enter $60,000 needed and $20,000 Social Security so the portfolio must fund $40,000 yearly. At 4%, that needs $1,000,000, so $1,248,000 leaves $248,000 surplus.

5

Review Balance, Income and Shortfall

Check projected balance, 4% rule income, and shortfall. $1,248,000 at 4% supports $49,920 portfolio income plus $20,000 Social Security = $69,920, $9,920 above $60,000 needed.

The formula
Future balance = Current×(1+r)^n + Monthly×12×[((1+r)^n−1)/r] | r is monthly rate = annual/12; 4% rule income = Balance×4%
Current savings
Balance today before new contributions.
r
Assumed constant monthly return = annual return /12 as a decimal (e.g., 7%/12 = 0.005833).
n
Months until retirement = (retirement age − current age)×12 (35×12=420).
Monthly contribution
Amount added each month, assumed constant, with each deposit compounding for its remaining months.
4% rule income
Sustainable first-year withdrawal from the portfolio, here balance×0.04 per Bengen 1994.

Projected Balance at 65 by Monthly Contribution, Starting at 30 with $50,000 Current at 7% (2026)

Monthly contributionTotal contributed (35yr)Projected balance at 65Portfolio income at 4%
$0 (current only)$0$533,800$21,352
$400 ($4,800/yr)$168,000$890,000$35,600
$800 ($9,600/yr)$336,000$1,248,000$49,920
$1,200 ($14,400/yr)$504,000$1,745,000$69,800
$800 at 6% for 35yr$336,000$921,000$36,840
$800 at 8% for 35yr$336,000$1,365,000$54,600
$800 at 7% from 35 (30yr)$288,000$907,000$36,280
Projection assumes constant return compounded monthly with contributions at beginning of month: Balance = Current×(1+r)^420 + PMT×[((1+r)^420−1)/r]×(1+r) adjustment gives $1,248,000 at $800. Past performance does not guarantee future results; actual returns vary. Source: Federal Reserve FRED — fred.stlouisfed.org; S&P Dow Jones Indices long-run ~10% nominal — spglobal.com

How Much Will $800 Monthly Be Worth at 65 and What Income Does It Support?

Contributions and time drive the projection. At 30 with $50,000, $800 monthly ($9,600 yearly) for 35 years at 7% assumed constant, the $50,000 grows to about $533,800 and the $336,000 contributed grows to about $1,114,000 after $778,000 of compounding, totaling about $1,248,000. The 4% rule then supports $49,920 yearly from the portfolio, plus $20,000 Social Security is $69,920, $9,920 above a $60,000 need and $49,920 alone is $10,080 short without Social Security. The $800 monthly at 7% for 35 years is $1,114,000, while the same $800 at 6% is $921,000 and at 8% is $1,365,000, a $444,000 spread for 1 point that dwarfs the $336,000 contributed and shows why the assumed constant rate drives the projection. The same $800 at 6% projects to about $921,000 and at 8% to about $1,365,000, so the $444,000 spread between 6% and 8% dwarfs the $336,000 contributed and shows why return assumption drives the projection more than the monthly amount.

Past performance does not guarantee future results; the 7% is an assumed constant, not a forecast. Starting at 35 instead of 30 with the same $50,000 and $800 cuts the projection to about $907,000, losing $341,000 for 5 fewer years. See the Social Security piece with the Social Security Calculator.

What Return Should I Assume for Retirement Planning in 2026?

Use a planning rate that matches the allocation and horizon. Competitive high-yield savings was about 4.25% APY in August 2026 (FDIC), investment-grade bonds about 4% to 5% nominal, a balanced 60/40 about 7% and the S&P 500 long-run about 10% nominal before fees and taxes (about 7% after inflation) per Federal Reserve FRED and S&P Dow Jones (Source: FDIC July 2026 0.38% avg vs 4.25% top — fdic.gov; FRED — fred.stlouisfed.org). At $800 monthly for 35 years, 6% projects to $921,000, 7% to $1,248,000 and 8% to $1,365,000-1,745,000 depending on timing, a $444,000 spread between 6% and 7% alone.

Plan with 6% to 7% for a balanced mix and test the same $800 at 5% and 8% as low/high scenarios. The Compound Interest Calculator isolates the compounding curve for any fixed rate.

Should I Save More Each Month or Work Two More Years?

Both help, but time helps the earliest dollars most. Raising from $800 to $1,200 monthly at 7% for 35 years adds $400×12×[((1.00583^420−1)/0.00583)] ≈ $497,000, reaching $1,745,000, while working from 65 to 67 adds 24 more $800 deposits plus two more years of compounding on $1,248,000 at 7% to about $1,430,000, about $182,000 gain. The $400 monthly increase beats two extra years by about $315,000 over the same 35-year base.

Working longer also raises Social Security: claiming at 67 versus 62 increases the monthly benefit by about 30% for someone with the same earnings record. Combine a $200 monthly increase and one extra year for a balanced path. Model the paycheck impact of extra saving with the Payroll Calculator.

What If My Retirement Expenses Are $80,000 Instead of $60,000?

Higher spending raises the required portfolio at 4%: $60,000 needs $1,500,000 without Social Security, $80,000 needs $2,000,000, a $500,000 gap. With $20,000 Social Security, the portfolio need is ($60,000−$20,000)/0.04=$1,000,000 versus ($80,000−$20,000)/0.04=$1,500,000, still $500,000. At 3.5% withdrawal, the needs become $1,714,286 and $2,285,714, and at 3% $2,000,000 and $2,666,667.

Closing a $500,000 gap at 7% from age 30 needs about $320 extra monthly for 35 years, while from age 45 needs about $780 extra for 20 years. That shows why the savings rate in the 30s matters more than the return assumption. Test the gap with the FIRE Calculator for a full FI number at 3.5% vs 4%.

Retirement Savings Calculator - Frequently Asked Questions