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Depreciation Cost of Replacing Early

Trading in before you planned to costs more than the obvious transaction fee. See the extra depreciation it creates.

Why this comes up

Replacing a car earlier than planned is usually justified by something real: a growing family, a new commute, a good trade offer. What rarely gets counted is the extra depreciation that early switch creates, since the years you were going to hold the current car more cheaply get replaced by a new car's steepest depreciation years instead. This engine prices just that gap, not the full decision.

How we calculated this

The "gap years" are your planned holding period minus the years you actually held it. Incremental depreciation is the candidate's depreciation rate applied to those gap years, minus what the current car's own (typically slower) rate would have cost over the same years. Add sale and transaction costs a full-term hold would not have incurred at all.

Worked example, using this page's own defaults: replacing 3 years early swaps $3,600 of the current car's depreciation for $10,500 of the candidate's, an incremental cost of $6,900, plus $1,500 in transaction costs, for a total of $8,400, or about $2,800 a yearacross the 3 gap years.

What this means

  • A vehicle can look affordable on a monthly-payment basis while still destroying real value through repeated early replacement; this is the number that basis hides.
  • A candidate with a slower depreciation rate than your current car can actually show a negative incremental cost here, meaning the early switch loses less value than expected.
  • This is one input into a full replacement decision, not the whole decision; pair it with a complete TCO comparison before deciding.

Limitations

Depreciation rates are your own estimates, not a guarantee; actual resale value depends on market conditions at the time of sale. This engine also does not price financing, operating costs, or any non-financial reason for replacing early. See Methodology.

Methodology

This engine uses Vehicle Economics' depreciation and value model applied to a shortened holding period. See Methodology for the full detail.

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