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Retirement Shortfall Calculator

Analyze whether your current retirement savings pace will meet your goals. Compare your projected savings against your estimated needs and discover how much more you need to save each month to close the gap.

Most working Americans suspect they're not saving enough for retirement. Far fewer have actually calculated the specific gap between their current trajectory and their target. The "shortfall calculation" — comparing projected savings at retirement against the savings needed to fund desired retirement income — surfaces the gap explicitly. The result is often sobering but actionable: knowing you need to save $400 more per month is much more useful than vague anxiety about retirement readiness.

The math has two sides. On the asset side: current savings, ongoing contributions, expected returns, and time horizon together produce a projected retirement portfolio. On the need side: desired retirement income, expected retirement length, and post-retirement returns determine the portfolio size needed at retirement to sustain that income. The difference between projected and needed is the shortfall (or surplus, for the lucky few).

This calculator runs both projections and computes the gap. It also estimates how much additional monthly contribution would close the gap if started today. Use it for an honest reality check — many savers in their 30s and 40s discover their current pace produces only 60-70% of needed retirement assets. Better to learn that at 40 (still time to adjust) than at 60 (very late). The calculator output is a planning starting point; pair with the broader retirement-savings and retirement-income calculators for full planning.

Inputs

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$
$
%
%
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Results

Projected Savings

$1,327,990

Amount Needed

$2,862,854

Shortfall

$1,534,864

Extra Monthly Needed

$1,258

Projected vs Needed

Savings Growth to Retirement

Savings Growth Projection

AgeContributionsGrowthBalance
36$6,000.00$7,000.00$113,000.00
37$6,000.00$7,910.00$126,910.00
38$6,000.00$8,883.70$141,793.70
39$6,000.00$9,925.56$157,719.26
40$6,000.00$11,040.35$174,759.61
41$6,000.00$12,233.17$192,992.78
42$6,000.00$13,509.49$212,502.27
43$6,000.00$14,875.16$233,377.43
44$6,000.00$16,336.42$255,713.85
45$6,000.00$17,899.97$279,613.82
46$6,000.00$19,572.97$305,186.79
47$6,000.00$21,363.08$332,549.87
Last updated: Reviewed by the CalcMountain editorial team

Formula

Projected savings at retirement: Future Value of current savings: FV1 = Current Savings × (1 + r_pre)^years Future Value of contributions: FV2 = (Monthly Contribution × 12) × [(1 + r_pre)^years − 1] / r_pre Total Projected: FV1 + FV2 Where r_pre = pre-retirement return, years = retirement age − current age. Retirement income needed (inflation-adjusted): Future Annual Need = Desired Annual Income × (1 + inflation)^years Total retirement savings needed: Using a fixed-period annuity calculation with retirement returns: Need = Future Annual Need × [(1 − (1 + r_real)^(-retirement length)) / r_real] Where r_real = (1 + retirement return) / (1 + inflation) − 1. Shortfall: Shortfall = Need − Projected If positive: you need to save more. If negative: you're projected to have surplus. Additional monthly contribution to close gap: Additional Monthly = (Shortfall × r_pre / 12) / [(1 + r_pre)^years − 1] Example: Age 35, retire at 65 (30 years), $100K savings, $500/mo, 7% pre-retirement, 5% retirement, 3% inflation. Desired income $60K/year for 25-year retirement. Projected savings: FV1 = $100,000 × 1.07^30 = $761,225 FV2 = $6,000 × [(1.07^30 − 1)/0.07] = $566,765 Projected: $1,328,000 Income needed: Future need year 1 of retirement: $60,000 × 1.03^30 = $145,635 Need (annuity over 25 years at real return ~1.94%): ~$2,840,000 Shortfall: $2,840,000 − $1,328,000 = $1,512,000 Additional monthly to close: ~$2,200/month This person is significantly behind plan and needs to increase contributions substantially.

How to use this calculator

  1. Enter current and target retirement ages.
  2. Enter current retirement savings (sum of all retirement accounts).
  3. Enter current monthly contribution.
  4. Enter desired annual retirement income in today's dollars (the calculator inflates it forward).
  5. Set expected retirement length. 25-30 years is typical for retirement at 65; 35-40 for early retirees at 55.
  6. Set pre-retirement return (typically 6-8% for diversified equity portfolios) and retirement return (typically 4-5% for more conservative retiree allocation).
  7. Set inflation rate. 2.5-3.5% is reasonable.
  8. Review the projected savings, total need, and shortfall. If shortfall is positive, see the suggested additional monthly contribution.
  9. For underfunded plans, options to consider: increase contributions, delay retirement, reduce desired income, change allocation, or some combination.

Worked examples

On-track mid-career saver

Age 40, retire at 65 (25 years). $250K saved. $1,500/month contributions. 7% pre-retirement, 5% retirement, 3% inflation. Desired income $80K/year for 25-year retirement. Projected: ~$1.9M at retirement Need: ~$2.6M (in future dollars) Shortfall: ~$700K Additional monthly to close: ~$650/month Tight but not catastrophic — this saver is on track for ~73% of needs. Increasing contribution by $650/month closes the gap. Delaying retirement to 67 also helps substantially.

Late starter with significant gap

Age 50, retire at 67 (17 years). $80K saved. $800/month. 6% return, 4% retirement, 3% inflation. Desired income $50K/year for 25-year retirement. Projected: ~$430K Need: ~$1.4M Shortfall: ~$970K Additional monthly to close: ~$2,800/month — likely unrealistic. Realistic options: dramatically reduce desired retirement income to ~$25K/year (which fits projected portfolio), or work much longer (until 75), or some combination. Late starters face hard choices that aggressive saving alone can't fix.

Well-prepared early planner

Age 30, retire at 65 (35 years). $50K saved. $1,200/month. 8% return, 5% retirement, 3% inflation. Desired income $70K/year for 25-year retirement. Projected: ~$3.3M at retirement Need: ~$2.9M Shortfall: NEGATIVE $400K (projected surplus) This person is well ahead of pace. They can: maintain current pace and enjoy more retirement income, reduce contributions and enjoy more current lifestyle, retire earlier, or pursue more ambitious retirement goals. The early start plus consistent saving plus equity-heavy allocation produces strong outcomes.

When to use this calculator

Use this calculator at major life transitions (job change, marriage, kids, divorce, inheritance) and annually as part of financial planning review. The calculator surfaces gaps that vague worry can't address — specific shortfall numbers enable specific corrective action.

Pair with retirement-savings, retirement-income, 401(k), IRA, and Roth-vs-Traditional calculators for full planning.

Critical insight: most Americans face some shortfall. The question is whether the gap is small (closeable with modest adjustments), moderate (requires meaningful sacrifice), or large (requires structural lifestyle change). Catching the problem at 35 is dramatically easier to fix than at 55.

Common mistakes to avoid

  • Setting desired income too low. Most retirees underestimate their actual spending in retirement, especially healthcare. Use 70-100% of pre-retirement income for typical planning, not 50%.
  • Underestimating retirement length. Average life expectancy at 65 is 18-22 more years. Plan for 25-30 years (or 35-40 for early retirees) to avoid running out of money.
  • Ignoring Social Security. Run calculations both with and without SS to understand the real gap. SS typically reduces the portfolio need by 30-50% for typical workers.
  • Using nominal returns without adjusting for inflation. A 7% nominal return at 3% inflation is only 4% real return. Use real returns for purchasing-power planning.
  • Not accounting for healthcare costs. Pre-Medicare (under 65) healthcare costs $1,000-$2,500/month for couples. Build into desired retirement income.
  • Treating shortfall as permanent. Even modest contribution increases over many years can close substantial gaps. Time + consistency are powerful.

Frequently Asked Questions

Sources & further reading

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