Classic Car Appreciation Calculator
Historical appreciation rate by make, model, and era.
Inputs
$
$
$
Results
Annual appreciation (CAGR)
10.76%
Total value gain$10,000.00
Total return %66.7%
Total maintenance spent$7,500.00
Net gain after all costs$2,500.00
Projected future value$69,444.00
S&P 500 equivalent$24,158.00
vs. S&P 500 difference$842.00
Break-even appreciation rate6%
How to Use This Calculator
- Enter purchase price, current estimated value, and years held.
- Set future projection years and annual maintenance cost.
- Review CAGR, total appreciation, and projected future value.
- Compare annualized return to stock market benchmarks to evaluate the car as an investment.
How the result changes with Purchase price ($)
| Purchase price ($) | Annual appreciation (CAGR) |
|---|---|
| $1,000,450.00 | -52.19% |
| $3,500,325.00 | -62.78% |
| $6,500,175.00 | -67.11% |
| $9,000,050.00 | -69.19% |
What each input means
- Purchase price ($)
- What you originally paid for the car, including buyer's premium if purchased at auction.
- Current estimated value ($)
- Today's market value based on recent comparable sales (Bring a Trailer, Hagerty Price Guide, auction results).
- Years held
- Number of years you have owned the car.
- Future projection (years)
- How many years forward to project at the historical growth rate.
- Annual maintenance cost ($)
- Average annual cost for storage, insurance, maintenance, registration, and consumables.
What each result means
- Annual appreciation (CAGR)
- Compound annual growth rate based on purchase price and current value.
- Total value gain
- Difference between current value and purchase price.
- Total return %
- Overall percentage return on the purchase price.
- Total maintenance spent
- Cumulative maintenance, storage, and insurance costs over the holding period.
- Net gain after all costs
- Value gain minus total cost of ownership (purchase + maintenance).
- Projected future value
- Estimated value after the projection period, assuming the historical CAGR continues.
- S&P 500 equivalent
- What the purchase price would be worth if invested in the S&P 500 at 10% avg annual return.
- vs. S&P 500 difference
- Positive means the car outperformed stocks; negative means stocks would have been a better financial investment.
- Break-even appreciation rate
- Minimum annual appreciation needed just to cover ongoing maintenance costs.
How this is calculated
Worked example, using the default values
- Identify Input Parameters4 parametersPurchase price ($) = 15000, Current estimated value ($) = 25000, Years held = 5, Future projection (years) = 10 = 5 input(s) provided
- Calculate Annual appreciationAnnual appreciation = (pow(currentValue / purchasePrice, 1 / yearsHeld) - 1) * 10010.76 = 10.76%
- Calculate Total value gainTotal value gain = currentValue - purchasePrice10000 = $10,000
- Calculate Total return %Total return % = ((currentValue - purchasePrice) / purchasePrice) * 10066.7 = 66.7%
Engine last updated .
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