Car Depreciation Calculator
Estimate vehicle resale value and total value loss over time using declining balance or straight-line models.
Car Depreciation Calculator
Estimate vehicle resale value and total monetary loss over 1 to 10 years using declining balance or straight-line depreciation.
âī¸ Vehicle Inputs
Retains 61.4% of original purchase price.
What is the Car Depreciation Calculator?
The Car Depreciation Calculator helps car buyers, owners, and sellers estimate how much value a vehicle loses over 1 to 10 years.
On average, a new car loses 15% to 20% of its value in Year 1 and approximately 10% to 15% per year thereafter. After 5 years, most vehicles retain only 35% to 45% of their original sticker price.
This calculator allows you to model vehicle value loss using the Declining Balance Method or Straight-Line Method, factoring in initial purchase price, annual depreciation percentage, vehicle age, and custom ownership horizons.
How Does the Car Depreciation Calculator Work?
1. Enter Purchase Price & Vehicle Age â Input original purchase price ($ or âš) and current vehicle age.
2. Select Depreciation Model â Choose between Declining Balance (compounding % drop) or Straight-Line (equal yearly loss).
3. Set Annual Depreciation Rate (%) â Standard rate is 15%â20% for cars, 10%â12% for trucks/SUVs.
4. View 10-Year Value Curve â See estimated future resale value, total money lost to depreciation, and annual retention percentage.
Formula & Calculation Method
$$\text{Declining Balance Value (Year } n) = \text{Purchase Price} \times (1 - d)^n$$
Where $d$ is the annual depreciation rate expressed as a decimal and $n$ is the number of years.
Example Calculation
Example: $30,000 New Car with 15% Annual Depreciation
- Year 1 Value: $30,000 Ã (1 - 0.15)^1 = $25,500 (Loss: $4,500)
- Year 3 Value: $30,000 Ã (1 - 0.15)^3 = $18,424 (Loss: $11,576)
- Year 5 Value: $30,000 Ã (1 - 0.15)^5 = $13,311 (Total Loss: $16,689 / 55.6% drop)
Frequently Asked Questions
$$\text{Declining Balance Value (Year } n) = \text{Purchase Price} \times (1 - d)^n$$ Where $d$ is the annual depreciation rate expressed as a decimal and $n$ is the number of years.
Disclaimer: This financial calculator is provided for educational and estimation purposes only. ProCalc is not a registered financial advisor or SEBI entity. Rates and tax rules may vary.