Appreciation Calculator FAQ
Appreciation is an increase in value over time. The appreciation rate shows how quickly the starting value grows into a final value over the selected period.
The standard compound appreciation formula is FV = SV × (1 + AR)^n, where SV is starting value, FV is final value, AR is the appreciation rate per period, and n is the number of rate periods.
Use FV = SV × (1 + AR)^n. For example, a value of 150000 appreciating by 5.4% per year for 4 years becomes about 185120.15.
Use AR = (FV / SV)^(1 / n) - 1. This finds the rate per selected rate period needed to move from the starting value to the final value.
They use closely related compound-growth math. CAGR is usually used to describe an annualized investment return between two values. Appreciation is broader and can describe an asset price increase per month, per year, or another selected period.
Yes. A negative appreciation rate models depreciation, meaning the value decreases over time instead of increasing.
The calculator assumes a constant compound rate. Real asset prices can move unevenly and may be affected by inflation, market cycles, fees, taxes, maintenance costs, liquidity, and risk.
