Actual cash value $175,000.00, 70.00 percent. Depreciation $75,000.00, 30.00 percent.
Depreciation to date
$75,000.00
Estimate an item's current value after straight-line depreciation, then review the retained-value breakdown and schedule.
Enter the item's original cost or the policy's replacement-cost basis.
Use the total period over which the item is expected to retain value.
Enter how long the item has been in service. Values beyond useful life are capped at full depreciation.
Estimated actual cash value
$175,000.00
The item retains 70.00% of its purchase-price basis after 3.00 years.
Depreciation to date
$75,000.00
Annual depreciation
$25,000.00
Remaining useful life
7.00 years
Retained value
70.00%
Depreciated share
30.00%
Monthly depreciation
$2,083.33
See how much of the original cost remains as actual cash value versus accumulated depreciation.
Actual cash value $175,000.00, 70.00 percent. Depreciation $75,000.00, 30.00 percent.
The schedule shows the estimated value at annual checkpoints and highlights the current age.
| Age | Remaining life | Actual cash value | Accumulated depreciation | Retained value |
|---|
Actual cash value, commonly abbreviated as ACV, is a practical way to express an item's current value after depreciation. In this calculator, the starting point is the purchase price or replacement-cost basis, and value declines evenly over the item's expected useful life. The estimate is useful for scenario planning, comparing an ACV settlement with replacement cost, or documenting a simple depreciation assumption. It is not a binding insurance valuation, appraisal, tax computation, or legal opinion.
Purchase price or replacement cost is the amount from which depreciation is calculated. Use the original purchase price when you want a book-style cost estimate. Use a current replacement-cost figure when a policy or claim starts from the cost of replacing the item with one of similar kind and quality. The field is required and must be zero or positive. A higher amount increases both estimated ACV and depreciation in direct proportion. Common mistakes include entering a resale asking price, omitting major included components, or mixing a tax-inclusive price with other figures that exclude tax.
Expected useful life is the total period over which the item is assumed to retain depreciable value. Enter it in years or months; changing the selector converts the entered value rather than merely relabeling it. This field is required and must be greater than zero. A longer useful life slows annual depreciation and usually raises ACV at a given current age. A shorter life does the opposite. Choose a period supported by the item's type, condition, maintenance history, policy language, or an appropriate depreciation guide. The IRS Publication 946 explains tax depreciation concepts, although tax recovery periods are not automatically suitable for insurance claims.
Current age is how long the item has been in service. It may also be entered in years or months. The value is required and cannot be negative. As current age increases, accumulated depreciation rises and ACV falls. When current age reaches or exceeds expected useful life, this calculator caps ACV at zero rather than producing a negative value. A frequent error is using the calendar year of purchase instead of the elapsed time, or failing to convert partial years consistently.
Estimated actual cash value is the primary result. It represents the remaining portion of the cost basis under straight-line depreciation. A high ACV means most of the assumed useful life remains. A low ACV means the item is near the end of that life. A zero result means the current age equals or exceeds the expected life under this model; it does not necessarily mean the item has no resale, collectible, or functional value.
Depreciation to date is the purchase-price basis minus ACV. It measures how much value the model allocates to elapsed use. Annual depreciation divides the cost basis evenly by expected life, while monthly depreciation divides the annual amount by twelve. These are rate-of-decline figures, not cash expenses or claim payments. Remaining useful life is the unexpired portion of the assumed life. Retained value and depreciated share express ACV and accumulated depreciation as percentages of the starting basis; together they total 100% whenever the purchase price is positive.
The donut chart uses the same current model data as the result cards. Its blue segment is retained value and its teal segment is accumulated depreciation. The legend lists exact amounts and percentages, so the chart never relies on color alone. The schedule applies the same formula at annual checkpoints, includes the current age when needed, and ends at the expected useful life with a zero model value.
The core formula is ACV = price × (expected life − current age) ÷ expected life. The remaining-life term is capped between zero and expected life. Depreciation equals price minus ACV. This is equivalent to straight-line depreciation with no salvage value. It assumes value is consumed evenly, which is easy to audit but may not match real-world patterns. Vehicles, electronics, fashion items, and specialized equipment can lose value faster early in life, while well-maintained or scarce items may retain more value.
Insurance definitions can also differ by jurisdiction and contract. Some policies define ACV as replacement cost minus depreciation; others may consider condition, obsolescence, market evidence, or additional factors. Review the declarations, endorsements, and loss-settlement provisions. The National Association of Insurance Commissioners consumer resources provide general insurance education, while the Cornell Legal Information Institute overview of depreciation summarizes the broader concept. For a plain-language finance explanation, see Investopedia's actual cash value guide.
For a claim, contract, tax return, financial statement, or disputed valuation, use the calculation as an analytical starting point and confirm the applicable method with the insurer, accountant, appraiser, or qualified adviser responsible for the final determination.