FreeCalculators

Total Return Calculator (Price + Dividends)

Calculate your investment's total return, factoring in both price changes and dividends over any desired period.

Investment · Reviewed by FreeCalculators Editorial · Updated 2026-09-01

Your details

ShareWhatsAppXFacebookEmail

How it works

The Total Return Calculator evaluates the complete performance of your investment by considering both price appreciation and dividends received over a specified period. The formula for total return is calculated as: Total return = (Price change + Dividends) ÷ Initial investment × 100. To illustrate, if you invested $10,000, and after 5 years, your investment is worth $15,000 with $1,500 in dividends received, your price change is $5,000. Plugging these values into the formula gives: Total return = ($5,000 + $1,500) ÷ $10,000 × 100 = 65%. To find the annualized total return, we apply the formula: Annualized = (1 + Total return)^(1/years) − 1. Thus, Annualized = (1 + 0.65)^(1/5) − 1, which approximately equals 0.102 or 10.2%. Adjusting for an inflation rate of 3%, the real return is calculated as: Real return = Annualized total return - Inflation rate, resulting in a real return of about 7.2%. This comprehensive approach ensures you understand both nominal and real growth of your investment.

Formula


                Total return = (Price change + Dividends) ÷ Initial investment × 100 | Annualized = (1 + Total return)^(1/years) − 1

Tips

  • Regularly update your current investment value to reflect market changes.
  • Consider reinvesting dividends to enhance your overall return.
  • Use historical inflation rates to better estimate your real return over time.
  • Diversify your investments to mitigate risks associated with price fluctuations.

Frequently asked questions

What is the total return if my investment increases to $20,000 with $2,000 in dividends?
Total return = ($20,000 - $10,000 + $2,000) ÷ $10,000 × 100 = 120%.
How do I calculate my annualized total return?
If your total return is 65% over 5 years, the annualized return is (1 + 0.65)^(1/5) − 1, which is approximately 10.2%.
What is the real return after 3% inflation?
If your annualized total return is 10.2%, the real return is 10.2% - 3% = 7.2%.
Can I use this calculator for investments held for less than a year?
Yes, you can input any time frame, but annualized returns will be less accurate for periods shorter than a year.