Total return counts the change in price plus all income the investment paid out — dividends and interest — reinvested along the way; price return counts only the change in price. That one difference is why the same investment can show two different "returns" depending on which number you are looking at.
If you have ever compared a fund's advertised return to the price move you saw on a chart and found they didn't match, this is usually why. A stock index quoted on the news often shows price return. A fund fact sheet often shows total return. Neither is wrong — they are measuring two different things.
This guide explains what each number includes, walks through a worked example, and shows when each one is the more useful lens — under a clear set of assumptions rather than as a rule about which is "correct."
The short answer
Every investment can earn money in two ways:
- The price goes up (or down). This is the capital gain — the change in the market value of what you hold.
- The investment pays you income. Stocks and funds pay dividends; bonds and cash pay interest; some funds make other distributions.
- Price return captures only #1 — the change in price, expressed as a percentage of what you paid.
- Total return captures #1 and #2 — the price change plus the income, with that income assumed to be reinvested so it can compound.
Because income-paying investments hand you cash (or reinvested shares) along the way, total return is usually higher than price return for the same holding over the same period. For an investment that pays no income at all, the two are identical.
Side-by-side comparison
| Aspect | Price Return | Total Return |
|---|---|---|
| What it measures | The change in market price only | Price change plus all income (dividends and interest) |
| Includes dividends? | No | Yes |
| Includes interest / distributions? | No | Yes |
| Assumes income is reinvested? | Not applicable | Yes — income is reinvested and compounds |
| Usually higher or lower | Lower, for an income-paying asset | Higher, by roughly the amount of income |
| What it answers | "How far did the price move?" | "How much did I actually earn?" |
| Commonly seen on | Headline index levels and price charts | Fund fact sheets and "total return" indices |
| Equal to the other when | The asset pays no income | The asset pays no income |
The table is descriptive, not a ranking. Which number is more useful depends on the question you are asking, covered in the decision summary below.
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Total Return Calculator
See your complete return from price gains plus income like dividends, and what it works out to per year.
Try the Total Return CalculatorWhat price return measures
Price return is the most visible number because it is the one you see move in real time. It answers a narrow question: how much has the market price changed since you bought?
Price return = (Ending price − Starting price) ÷ Starting price
It deliberately ignores any cash the investment paid you. That makes price return a clean way to talk about the price move itself — useful for describing where an index level sits — but it understates what an investor in an income-paying asset actually took home, because the dividends and interest simply aren't in the number.
What total return measures
Total return answers the broader question: how much did my money actually grow, counting everything the investment produced?
Total return = ((Ending price − Starting price) + Income received) ÷ Starting price
The standard convention is that the income is reinvested — used to buy more of the same investment as it is paid. That matters over long horizons because reinvested income earns its own return afterward, so it compounds rather than sitting idle. This is exactly the mechanism behind dividend reinvestment: each payout buys more shares, and those shares then pay their own dividends.
For a long-term investor, total return is usually the number that reflects the real outcome, because it counts every dollar the investment generated — not just the part visible on the price chart.
A worked example
Assume you invest $10,000 in a fund. Over one year, under these assumptions:
- The price rises 7%, so your shares are now worth $10,700.
- The fund pays $200 in dividends during the year (a 2% dividend yield).
Price return looks only at the price move:
($10,700 − $10,000) ÷ $10,000 = 7%
Total return adds the income you received:
(($10,700 − $10,000) + $200) ÷ $10,000 = 9%
Same investment, same year — 7% by one measure, 9% by the other. The 2-percentage-point gap is exactly the income the price return left out.
Now let the difference compound. Suppose that pattern — a 7% price gain and a 2% dividend yield reinvested — repeated each year for 20 years, with all dividends reinvested. Under these simplified, steady-return assumptions:
| Measure | Annual rate | Ending value on $10,000 after 20 years |
|---|---|---|
| Price return only | 7% | about $38,700 |
| Total return (dividends reinvested) | ~9% | about $56,000 |
The roughly $17,000 gap is not from a higher price — the price path is identical in both columns. It comes entirely from reinvesting the dividends and letting them compound. Over long horizons, the reinvested-income portion of total return often becomes a large share of the final result. You can run your own price gain, dividend yield, and time horizon in the Total Return Calculator, and model the reinvestment side specifically with the Dividend Reinvestment Calculator.
Which to use when
Neither number is universally the right one — each fits a different question. Under a given set of assumptions:
- Use price return when you want to describe the price move by itself — for example, comparing where an index level sits today versus a year ago, independent of what it paid out. It isolates the capital-gain component.
- Use total return when you want to know what an investor actually earned — the number that reflects both the price change and the reinvested income. For a long-term investor holding dividend- or interest-paying assets, this is usually the more complete measure of the outcome.
- The two converge when the investment pays little or no income; the more an asset relies on dividends or interest, the more the two numbers diverge and the more total return matters.
The reliable habit is to check which return a source is quoting before comparing two investments — comparing one asset's price return to another's total return is not a like-for-like comparison.
Frequently asked questions
Does total return include dividends?
Yes. Total return includes dividends (and any interest or other distributions) on top of the change in price. That is the defining difference from price return, which excludes them.
Does total return include dividend reinvestment?
By the standard convention, yes — total return assumes income is reinvested as it is paid, so those reinvested dividends go on to earn their own return and compound. That reinvestment assumption is why long-run total return can pull well ahead of price return, and it is exactly what the Dividend Reinvestment Calculator models.
Why is total return higher than price return?
Because it counts money that price return leaves out. Price return measures only the change in market price; total return adds the dividends and interest the investment paid. For an income-paying asset the extra income makes total return higher — and once reinvested, it compounds, widening the gap over time.
Can price return and total return ever be the same?
Yes. If an investment pays no dividends, interest, or other distributions, there is no income to add, so total return and price return are identical. The two numbers only diverge to the extent the asset pays income.
Which return do funds usually report?
Fund fact sheets and "total return" indices typically report total return, because it reflects what an investor holding the fund would have earned with distributions reinvested. Headline index levels quoted in the news are often price return. When in doubt, check the label so you compare like with like.
Put this into practice.
Try the Total Return CalculatorEducational use only
Educational purposes only. Calculator results are estimates based on assumptions and user inputs. They are not financial, investment, legal, or tax advice. Investing involves risk, including possible loss of principal. Past performance does not guarantee future results.