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How does an age difference affect survivor income?

Priya is 62 and Marcus is 72. This fictional case study shows why a married retirement plan must track two ages, two lives, separately owned IRAs, and the household's transition to one survivor.

Written by James Wilson · Calculated and reviewed August 10, 2026

Fictional example: These people and values are invented. Life-expectancy ages are modeling endpoints, not predictions. Results are educational projections, not advice.

Starting plan inputs

HouseholdMarried filing jointly in Oregon
Ages at projection startPriya 62; Marcus 72
Modeled life expectanciesPriya 82; Marcus 96
Traditional IRAsPriya $575,000; Marcus $240,000
Roth IRAsPriya $80,000; Marcus $35,000
Taxable savings$90,000 shared
First-year spending$76,000; reduced to 72% after the first death
Social Security comparisonBoth claim at 67 in the displayed projection; Priya's age-67 estimate is $3,000 per month and Marcus's is $1,850
PensionPriya receives $2,600 monthly from 65, fixed with no COLA; 50% continues to Marcus after her death
Model assumptionsBalanced allocation, Lower Long-Term Returns, 2.5% baseline inflation, no Roth conversions, healthcare included in spending, and Simple Deterministic Medicare
Dollar referenceSocial Security estimates and first-year spending are entered in 2026 dollars

Breakdown of the model

  1. Two age tracks: each calendar year advances Priya and Marcus independently, so Marcus is 92 when Priya reaches 82.
  2. Social Security: the household receives both eligible benefits while both are living. After a death, the modeled survivor generally keeps the higher available benefit rather than both full checks.
  3. Pension: Priya's full pension stops at her death and the entered 50% survivor amount begins for Marcus.
  4. Accounts: the spouses' IRA balances remain separate for RMD and tax calculations, then transfer to the modeled survivor under the plan's sole-beneficiary assumption.
  5. Household transition: spending falls to the entered survivor percentage and the tax filing status changes from joint to the modeled survivor status.

Projected results

These results use the planner's smooth deterministic path: the Balanced allocation, Lower Long-Term Return preset derived from 20-year rolling historical periods, and 2.5% inflation. Future dollars are the amounts expected in that future year; inflation-adjusted dollars translate them to starting-year purchasing power.

Result72% survivor spending85% survivor spending
Age-80 portfolio, future dollars$2,388,525$2,388,525
Age-80 portfolio, inflation-adjusted dollars$1,531,441$1,531,441
First survivor year2046: Priya 82, Marcus 922046: Priya 82, Marcus 92
First survivor-year Social Security$58,990$58,990
First survivor-year pension$15,600$15,600
Modeled depletionNone through the projectionNone through the projection
Ending portfolio, inflation-adjusted$1,212,418$1,182,656

The age-80 balances are identical because Priya's modeled death occurs later, at age 82. The higher survivor-spending assumption reduces the later cushion by about $29,800 in today's purchasing power. Ending balances include assets remaining after the modeled lives end and should not be interpreted as money available to either spouse at age 95.

Results across 1,000 simulated futures

Risk Analysis uses the same Simulation Seed, lower-return target, and recentered variable inflation for both spending versions. “Very Cautious” is the balance that about 90% of modeled futures equaled or exceeded. It is not a guaranteed minimum.

Modeled risk result72% survivor spending85% survivor spending
Success through age 80100%100%
Success through the modeled end100%100%
Very Cautious age-80 balance, inflation-adjusted$856,286$856,286
Middle age-80 balance, inflation-adjusted$1,546,365$1,546,365
Very Cautious ending balance, inflation-adjusted$586,008$558,312
Middle ending balance, inflation-adjusted$1,191,258$1,160,119

Both versions cover modeled spending in all 1,000 paths, so the meaningful comparison is the remaining margin rather than the rounded success rate. The survivor-spending change appears only after Priya's death and lowers both cautious and middle ending outcomes.

What Priya and Marcus could learn

  • A survivor-spending change has no effect before the first death, which is why the two age-80 results match.
  • The first survivor year deserves its own review: one Social Security check ends, the pension changes, filing status changes, and many household costs remain.
  • The order of deaths matters. A benefit owned by the first person to die may continue at a survivor percentage; a benefit owned by the surviving person generally remains that person's own benefit.
  • When both success rates round to 100%, cautious balances and year-by-year cash flow reveal differences hidden by the headline percentage.
  • They should test more than one survivor-spending estimate because housing, property taxes, and many healthcare costs may not fall in proportion to household size.

How to recreate the study

  1. Load the study and select the 67 / 67 · No Conversion row.
  2. Open Year-by-Year Details and compare 2045 with the first survivor year, 2046.
  3. Review Social Security, other retirement income, filing status, IRA ownership transfer, taxes, spending, and ending portfolio.
  4. Change Spending After First Death from 72% to 85% while leaving every other input unchanged.
  5. Compare deterministic results and run Retirement Risk Analysis for both versions.
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Related guides and resources

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