Enter your birth year and estimated benefit. We find the exact break-even age where delaying Social Security starts putting more money in your pocket than claiming early would have.
Last reviewed May 2026
Default scenario: born 1960, FRA = 67, PIA $2,400/mo, comparing age 62 vs 70. Modify above to match your situation.
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Most retirement decisions are reversible. You can sell a stock, change funds, move states, go back to work. Social Security claiming is one of the few you cannot undo. Once you file, the benefit amount is locked. The reduction for claiming at 62 follows you every month for the rest of your life. The increase for waiting to 70 follows you every month for the rest of your life. The only question is: which trajectory serves you better?
Break-even analysis answers a math question: given a choice between option A and option B, at what age does option B's larger monthly check make up for the head start option A had?
The math here is simpler than it looks. At any age you choose to claim, Social Security adjusts your monthly benefit based on how many months early or late you are relative to your full retirement age.
Your monthly benefit is permanently reduced. The SSA reduces it by 5/9 of 1 percent per month for the first 36 months before FRA, then 5/12 of 1 percent for each additional month beyond that. For someone with FRA = 67 claiming at 62, that works out to a 30 percent permanent reduction. A $2,400 FRA benefit becomes $1,680 per month.
Your monthly benefit gets a delayed retirement credit of 8 percent per year (2/3 of 1 percent per month) for every year you wait past FRA. For FRA = 67 waiting until 70, that's 24 percent more. A $2,400 FRA benefit becomes $2,976 per month.
The person who claims at 62 starts collecting $1,680 per month and builds up 5 years of payments before the person who waits until 67 gets their first check. At the break-even age, the total dollars collected by both strategies are equal. After that, the higher monthly check from waiting accumulates faster and pulls ahead forever.
| Scenario | Monthly Benefit | Payments Start | Typical Break-Even vs FRA |
|---|---|---|---|
| Claim at 62 (FRA=67) | PIA x 0.70 | 62 | ~78-80 (vs FRA) |
| Claim at 64 (FRA=67) | PIA x 0.80 | 64 | ~79-81 (vs FRA) |
| Claim at FRA = 67 | PIA x 1.00 | 67 | ~82-84 (vs age 70) |
| Claim at 70 (FRA=67) | PIA x 1.24 | 70 | The target of the wait |
Note: break-even ages shift based on your COLA assumption, and the direction surprises most people: a higher COLA pushes the break-even age later, not earlier. The calculator above handles this in the year-by-year simulation; see the worked example and the COLA section below for the exact numbers and why it works this way.
Run the page's defaults exactly as they load: born 1960 (FRA 67), $2,400 FRA benefit, comparing claiming at 62 (Option A) against claiming at 70 (Option B), 2.8% COLA, projected to age 85.
Option A pays $1,680 per month starting at 62 (the 30 percent early-claim reduction). Option B pays $2,976 per month starting at 70 (the 24 percent delayed-credit increase). That is a $1,296 monthly gap in Option B's favor, before either check has grown a single COLA increase.
Running the year-by-year simulation with COLA compounding, the two cumulative totals cross at age 83, not the 82-to-84 range the table above associates with an FRA-vs-70 comparison; this is a 62-vs-70 comparison, a wider gap, and it lands inside that range mostly by coincidence, since it depends on the specific COLA rate entered. At age 75, Option A is still ahead ($339,830 vs. $229,843). By age 80, the gap has nearly closed ($496,751 vs. $452,717). By the life expectancy of 85 entered by default, Option B has pulled ahead by $31,685 in cumulative lifetime payments ($708,591 vs. $676,906), and the lead keeps widening every year after that as Option B's larger, longer-compounding check keeps outpacing Option A's.
This corrects a claim that used to sit directly above: that a bigger COLA assumption moves the break-even age earlier. Running the calculator's own default scenario across a range of COLA assumptions shows the opposite, and the effect is not small:
The mechanism: Option A (the earlier claim) starts compounding its COLA increases 8 years before Option B does. By the time Option B's cumulative total is anywhere close to catching up, Option A's monthly check has already benefited from years more of compounding on top of its own (smaller) base. A bigger COLA percentage magnifies that head start more than it magnifies Option B's shorter compounding history, so the crossover keeps getting pushed later as the COLA assumption rises. At a 6 percent COLA assumption, the FRA-vs-70 comparison on this page does not break even at all within the calculator's own 95-year projection ceiling. A higher COLA assumption is not a reason to feel better about delaying; if anything, it is a reason the payoff takes longer to arrive.
Break-even analysis is a useful frame, but it isn't the only frame. Here are the cases where claiming early at 62 or before FRA is defensible or even optimal.
If the typical break-even is 79 and your realistic life expectancy is 74, claiming early produces more total lifetime income for you. Social Security is, in one sense, longevity insurance. If you don't need 30 more years of income, the insurance has a different value. This is the honest case for early claiming that most articles downplay.
If your spouse earned significantly more than you, their benefit at 70 will be larger than yours at 70. The survivor gets the larger of the two checks, not both. In that case, it often makes sense for the higher earner to wait to 70 to maximize the survivor benefit, while the lower earner claims earlier to cover current household expenses. The individual break-even calc on this page doesn't capture this. Spousal strategy requires a different analysis.
Every year you delay Social Security from 62 to 70 is a year you need to fund from somewhere else. If you have no savings and stopping work, claiming early may be a practical necessity rather than a financial choice. This is a real situation that retirement researchers acknowledge.
Research from Wade Pfau, Alicia Munnell, and others consistently points to age 70 as the optimal claiming age for healthy single individuals and for the higher-earning spouse in a couple, under typical mortality assumptions.
Here is the core reason: the 8 percent per year delayed retirement credit from FRA to 70 is one of the highest risk-free "returns" available in the US economy. A $2,400 FRA benefit grows to $2,976 at age 70 by waiting three years. That's a $576/month raise, for life, COLA-adjusted, guaranteed by the federal government. No bond, no CD, no annuity, and no stock fund offers that certainty.
For married couples, the math is even stronger. The higher earner's benefit is not just theirs. When they die, their surviving spouse collects whichever benefit is larger. If the higher earner claimed at 62 instead of 70, the surviving spouse collects the lower amount for potentially 20 or 30 years. The lifetime cost of that decision can easily exceed $100,000 in lost survivor income.
The calc above finds the mathematical break-even. What it can't find is your personal answer, which includes spousal strategy, whether your state taxes Social Security, what your health tells you, and how your other retirement income fits together. That's a financial planner's job. The math here is the starting point.
COLA (cost-of-living adjustment) is applied to all Social Security benefits equally, every year, based on the CPI-W index. The 2026 COLA is 2.8 percent (per SSA, ssa.gov/cola/). Benefits rose 2.8 percent automatically in January 2026 for all current recipients, regardless of when they started claiming.
COLA matters for break-even analysis because of a subtle timing effect, not a base-size effect: the earlier claim starts compounding its COLA increases years before the later claim even begins. By the time the later claim starts accumulating its own COLA increases, the earlier claim has already benefited from several years of compounding on its smaller base. A higher COLA percentage magnifies that head start more than it magnifies the later claim's shorter compounding history, so the gap takes longer to close and the break-even age moves later, not earlier.
The calculator above applies COLA year by year in the cumulative simulation, which is why the cumulative table shows slightly different numbers than a simple "no-COLA" break-even formula would. This is the more accurate approach for a real-dollar comparison.
The break-even age is the age at which cumulative lifetime payments from a later claiming date equal the cumulative payments from an earlier one. For most people with FRA = 67, the break-even for waiting to FRA versus claiming at 62 is roughly age 78 to 80. The break-even for waiting to 70 versus claiming at FRA is roughly age 82 to 84. Both estimates shift based on COLA assumptions and the specific benefit amounts involved. The calculator on this page computes yours exactly.
If you expect to live past the break-even age and you can fund a delay from savings or part-time work, the research generally points to delaying at least to FRA and ideally to 70, particularly if you are married and the higher earner. If you have health reasons to expect a shorter life, or no savings to fund a delay, claiming earlier may produce more total lifetime income for you. Run the calculator and compare the lifetime totals to your realistic life expectancy.
Significantly. Spousal claiming strategy is one of the most complex topics in retirement planning. At minimum: the higher earner should generally delay longer to maximize the survivor benefit, since the surviving spouse inherits whichever of the two benefits is larger. This calculator does not model spousal strategy. For a full spousal analysis, consider a fee-only financial planner or the free Open Social Security tool.
Yes. The cumulative chart and table apply the COLA assumption you enter (default 2.8%, the 2026 SSA COLA) to both options, year by year, from the year each starts paying. COLA is applied to the starting benefit and compounds annually. This gives a more accurate break-even age than a simple static comparison.
If you claim Social Security before your full retirement age while still working, the SSA withholds $1 in benefits for every $2 you earn above the annual exempt amount ($24,480 in 2026 per SSA, verified at ssa.gov/planners/retire/whileworking.html). In the year you reach FRA, a higher threshold applies: SSA withholds $1 for every $3 earned above $65,160 until the month you reach FRA. Those withheld benefits are not lost. They're added back to your monthly benefit when you reach FRA, effectively giving you a slightly higher benefit from FRA forward. This calculator assumes you are fully retired at claim age. If you plan to continue working while claiming, the real-world numbers will differ.
Worse, in the sense that it pushes the break-even age later, not earlier. Running this calculator's own default scenario (claim at 62 vs. 70, $2,400 FRA benefit, born 1960) at increasing COLA assumptions moves the break-even age from 80 at a near-zero COLA to 83 at the 2026 default of 2.8%, 86 at 4%, and 89 at 5%. The reason: the earlier claim has already been compounding COLA increases on its own smaller base for years by the time the later claim starts, so a bigger COLA percentage grows the early claim's cumulative total by more calendar years of compounding than it grows the later claim's shorter head start. A higher COLA assumption does not favor waiting; it favors whichever option has been collecting longer.
Then claiming earlier produces more total lifetime income for you personally, using this calculator's individual-only math. For example, with the default $2,400 FRA benefit and a life expectancy of 74 instead of 85, claiming at 62 produces about $122,000 more in cumulative lifetime payments than waiting to 70, because the break-even age of 83 is never reached. This is the honest case for early claiming: break-even analysis assumes you live to see the crossover. If your realistic life expectancy is well short of your personal break-even age, the math favors claiming earlier, independent of any survivor-benefit considerations for a spouse.
Disclaimer. This calculator is for educational purposes only and does not constitute legal, tax, accounting, or investment advice. Social Security rules are complex and change. Individual outcomes depend on earnings history, life expectancy, marital history, and current SSA rules. Verify current figures at SSA.gov before relying on them for planning purposes. Consult a qualified financial planner or CPA for advice specific to your situation.