What Is Your Retirement Readiness Score?
Will your savings actually last through retirement?
Retirement readiness isn't a feeling β it's a number. This calculator scores your current trajectory from 0 to 100 and estimates the probability that your savings will last through retirement without running out. Most people discover they're either further behind than they thought, or that a few targeted adjustments would put them solidly on track. The calculator uses four inputs that actually drive retirement outcomes: your current age and savings (your starting position), your monthly savings rate (your engine), your expected retirement age (your timeline), and your assumed real return after inflation (your fuel). From those inputs, it projects your wealth at retirement, models a sustainable annual withdrawal using the 4% rule, and estimates how that compares to your likely spending needs. What makes this different from a simple savings calculator is the readiness score. Instead of showing you a projected balance and leaving you to interpret it, the score translates that projection into a clear verdict β Critical, At Risk, Developing, Strong, or Excellent β with a ranked action plan for closing the gap. Use it annually to track your trajectory and catch problems early when they're still easy to fix.
- Β·Nominal return is applied annually to the growing balance; inflation is used to calculate real purchasing power
- Β·Sustainable withdrawal estimated using the 4% rule (balance Γ 0.04)
- Β·Retirement probability of success estimated using a simplified Monte Carlo approximation based on savings rate and margin above the target balance
- Β·Does not include Social Security, pension income, or inheritance
- Β·Tax treatment is not modeled β assumes pre-tax contributions and withdrawals cancel out or that it is a Roth account
Retirement balance at target age uses future value of a growing annuity: FV = PV Γ (1+r)^n + PMT Γ [(1+r)^n β 1] / r Where: PV = current savings Β· PMT = monthly contribution Β· r = monthly nominal return Β· n = months to retirement. Real balance = FV Γ· (1+inflation)^years_to_retirement Sustainable annual withdrawal = FV Γ 0.04 (4% rule) Annual income needed = estimated at 80% of current gross income (replace with actual when available) Readiness score = weighted composite of: β’ Savings rate vs target (25%) β’ Balance at retirement vs needed (40%) β’ Years of runway post-retirement (20%) β’ Buffer above minimum threshold (15%)
- βYou want to know if your current savings rate is enough to retire on time
- βYou're considering retiring early and want to model the impact
- βYou just got a raise and want to see how a contribution increase changes your outlook
- βYou're over 45 and want an honest assessment before it's too late to course-correct
- βYou're comparing different retirement ages to find the crossover point
Example 1: 35-year-old behind but recoverable
Inputs: Age: 35 Β· Savings: $28,000 Β· Monthly: $800 Β· Retire: 65 Β· Return: 7% Β· Inflation: 3%
Result: Projected balance: $1.06M Β· Real balance: $411K Β· Score: 54/100 β Developing Β· Probability: 61%
Current trajectory falls short. Adding $400/month to contributions pushes the score to 72 and probability to 78%. Most actionable lever at 35 is contribution rate.
Example 2: 52-year-old strong position
Inputs: Age: 52 Β· Savings: $480,000 Β· Monthly: $2,500 Β· Retire: 65 Β· Return: 7% Β· Inflation: 3%
Result: Projected balance: $1.89M Β· Real balance: $1.22M Β· Score: 85/100 β Excellent Β· Probability: 93%
Well positioned. At this balance, the key risk is sequence-of-returns in the 5 years before and after retirement. Shifting to a more conservative allocation at 60 is the main remaining action.
π¦ Retirement Readiness Score
Score (0β100) Β· Probability of Success Β· Scenario Comparison Β· Action Plan
Results update in real time. Score = ratio of projected real balance to 4% rule target (70pts) + savings rate (30pts). Probability from historical market data.
π Your Retirement Profile
All accounts combined
Historical avg: 7β8%
Long-run avg: ~3%
About This Calculator
This retirement readiness calculator computes a 0β100 score from 6 inputs in real time via useEffect. Accumulation: balanceAtRetirement = savings Γ (1+r)^months + monthly Γ ((1+r)^months β 1) / r, where r = annualReturn/12. realBalance = nominal Γ· (1+inflation)^years. Score: clamp((realBalance / (80000Γ25)) Γ 70) + savingsRateScore. Probability: calibrated from Trinity Study historical data by score band. Five scenarios: current, +$500/mo, +$1k/mo, retire 2yr early, retire 3yr later.
Overview tab: stacked AreaChart with contributions (emerald) + investment growth (tier color) over time, retirement age ReferenceLine, plus key insights. Scenarios tab: BarChart of real balance at retirement for 5 scenarios (bars colored by readiness tier); BarChart of probability of success (green β₯80%, amber β₯65%, red below) with 80% ReferenceLine; detail table with all scenario metrics. Projection tab: collapsible year-by-year table showing nominal/real balance, contributions, growth with show-all/show-fewer toggle.
Educational model only. Not financial advice. Consult a fee-only financial planner (NAPFA: napfa.org).
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- βAssuming Social Security will fully fund retirement β for most people it covers only 30β40% of pre-retirement income
- βUsing nominal returns without accounting for inflation β a $2M balance in 30 years buys far less than $2M today
- βNot increasing contributions when income rises β lifestyle inflation is the most common reason people stay behind
- βUnderestimating healthcare costs in retirement β these average $315,000+ over retirement for a couple (Fidelity 2023)
- βPlanning to retire at 65 but spending as if retirement is 20 years away β run the numbers at your actual expected retirement age
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