Investment Return Calculator
See your real portfolio power by evaluating nominal investment returns alongside the cost of inflation.
Calculator Variables
Calculation Overview
Calculate the future value of your investments adjusted for inflation. Compare real vs. nominal returns side-by-side.
Mathematical Model & Formula
First, the nominal future value is calculated with compound returns. Then, the nominal ending figure is discounted back using the cumulative compound inflation rate to isolate real purchasing power.
- Nominal Value: Ending value before inflation
- i: Average annual inflation rate (decimal)
- t: Time horizon in years
Worked Example Scenario
Scenario: You grow $100,000 over 10 years at a nominal return rate of 10%, experiencing a 3% average inflation rate.
- Calculate Nominal Future Value: $100,000 * (1.10)^10 = $259,374
- Calculate Inflation Factor over 10 years: (1.03)^10 = 1.3439
- Discount Nominal ending cash: $259,374 / 1.3439 = $193,000
Result: Your nominal $259,374 has a purchasing power of $193,000 in today's dollars.
Frequently Asked Questions
What is the difference between Real and Nominal rates?
The nominal rate is the actual rate of return your money earns before inflation, fees, or taxes. The real rate is adjusted for the loss of purchasing power caused by inflation.
Academic & Regulatory References
- Investopedia - Real Rate of Return → The financial mathematics behind adjusting portfolio gains for inflation.