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Keep 3 vs 5 More Years

Your loan is paid off or nearly there. Does holding this car three more years or five more years cost less per year, once realistic repair growth is priced in?

Recurring annual costs
Repairs

Why this comes up

Once a car is paid off, the "keep vs replace" instinct usually resets to a longer-horizon question: is it worth planning to hold this car another 3 years, or should you be thinking about 5. Unlike the earlier Keep 1 vs 3 More Years, this comparison sits past the loan and into the range where repair escalation on an aging vehicle genuinely starts to compete with the savings of avoiding a new depreciation cycle.

How we calculated this

Same shape as Keep 1 vs 3 More Years: recurring costs scale linearly with years, and repairs escalate a chosen percent each year on top of a baseline, plus an optional one-time major repair only if it falls within the horizon. Each horizon's annualized cost is its total divided by its years.

Worked example, using this page's own defaults: holding 3 more years totals $20,529 ($6,843 annualized). Holding 5 more years totals $35,744 ($7,149 annualized), about $306more per year, because a 10%-escalating repair budget compounds enough over 5 years to outweigh the fixed costs spreading further.

What this means

  • A paid-off car with a slow repair-escalation rate usually gets cheaper to keep, annualized, the longer you hold it; a steep escalation rate can flip that by year 5.
  • Watch the crossover, not just the two totals: try lowering the escalation percent to see how quickly the "hold longer" advantage returns.
  • A major repair anywhere inside years 4 or 5 (a head gasket, a major suspension job) is worth entering explicitly rather than folded into the escalation rate.

Limitations

The escalation percent and any major repair are your own estimates, not a mechanical prediction; real repair timing is lumpy, not smooth. This model also does not weigh the inconvenience or risk of an aging car's unplanned downtime. See Methodology.

Methodology

This engine uses Vehicle Economics' ownership total cost model over two stated horizons, with a compounding repair-escalation option. See Methodology for the full detail.

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