VistaCover

Investment Risk and Volatility: Why Average Returns Mislead and Losses Hurt More Than Gains Help

Two investments with the same average return can end up worlds apart if one swings more. Here is volatility drag, the math of recovering from losses, and what risk really means for your money.

Investing Guide, 4 min read

Education, not advice. This page explains how things generally work. It doesn't consider your situation and isn't a recommendation. See our full disclaimer.

"This fund has averaged 10% a year." It sounds like a promise. But a 10% average return can produce very different results depending on how bumpy the ride was. The more an investment swings, the less of that average actually reaches your account.

This guide explains why, shows how deep losses require even larger gains to recover, and describes the different kinds of risk that matter to individual investors.

The short version

  • The arithmetic average of yearly returns overstates how much your money actually grows when returns vary.
  • What your money actually earns is the compound (geometric) return, which is always lower than the arithmetic average when returns fluctuate.
  • In our example, three investments each average 10% a year. After 30 years, $10,000 becomes $174,500, $105,400, or $20,800, depending only on how much they swing.
  • A 50% loss requires a 100% gain to get back to even.
  • Volatility is one kind of risk. For many people, the bigger risks are needing money at a bad time, inflation, and not reaching a goal.

Same average, different results

Three hypothetical investments, each with an arithmetic average return of 10% a year, over 30 years:

  • Steady: earns exactly 10% every year.
  • Moderate swings: alternates +30% and −10%.
  • Wild swings: alternates +50% and −30%.
Average return Compound annual return $10,000 after 30 years
Steady 10% 10.00% $174,494
Moderate swings 10% 8.17% $105,387
Wild swings 10% 2.47% $20,789
$10,000 after 30 years, all averaging 10% a year
$0$40k$80k$120k$160k$200k$174.5kSteady 10%$105.4k+30% / −10%$20.8k+50% / −30%
Hypothetical returns alternating each year. Same arithmetic average, very different results. Illustrative. Not a model of any real investment.
Show the numbers behind this chart
Ending value
Steady 10%$174,494
+30% / −10%$105,387
+50% / −30%$20,789

Why it happens

Look at two years of the wild-swing investment:

Year 1: $10,000 × 1.50 = $15,000 Year 2: $15,000 × 0.70 = $10,500 Average return: (50% − 30%) ÷ 2 = 10% Actual growth over two years: 5%, or about 2.47% a year

The loss in year two applies to a larger balance than the gain in year one did. Gains and losses of the same percentage don't cancel. This gap between average and compound return is called volatility drag. A useful approximation: compound return ≈ average return − (variance ÷ 2). The more volatile the returns, the bigger the drag.

The math of recovering from losses

Because losses shrink the base, getting back to even takes a larger percentage gain:

Gain needed to recover = 1 ÷ (1 − loss) − 1
Loss Gain needed to break even
−10% +11.1%
−20% +25.0%
−30% +42.9%
−40% +66.7%
−50% +100.0%
Gain needed to recover from a loss
Gain needed to break even0.0%20.0%40.0%60.0%80.0%100.0%−10%−20%−30%−40%−50%Loss
Pure arithmetic. Illustrative.
Show the numbers behind this chart
LossGain needed to break even
−10%11.1%
−20%25.0%
−30%42.9%
−40%66.7%
−50%100.0%

Small losses are easy to recover from. Deep ones are not, which is why limiting large drawdowns is valuable, especially when you're withdrawing money and can't wait for a full recovery.

What "risk" means for real people

Volatility. How much returns bounce around, often measured by standard deviation. It's what most risk ratings describe. It matters because of volatility drag and because large swings tempt people to sell at bad times.

Drawdown. The decline from a peak to a trough. A large drawdown right before you need the money can be devastating.

Sequence risk. The order of returns matters once you withdraw money; see sequence-of-returns risk.

Shortfall risk. The chance you don't reach your goal. Playing it too safe creates this risk: money in cash may not grow enough.

Inflation risk. Money that keeps its nominal value can still lose purchasing power; see inflation and real returns.

Concentration risk. Holding too much in one company, sector, or country. Diversification reduces it.

Behavioral risk. Selling after a crash and buying after a rally is one of the most damaging patterns for individual investors.

Managing volatility

  • Diversification across many holdings and asset classes reduces volatility without necessarily reducing expected return in proportion.
  • Asset allocation sets the overall level of risk; see asset allocation and rebalancing.
  • Time horizon matching. Money needed soon generally belongs in lower-volatility investments.
  • Rebalancing keeps risk from drifting upward.
  • Cash reserves let you avoid selling investments during a decline.

Reading performance numbers

When you see a return figure, ask:

  • Is it an average or an annualized (compound) return?
  • Over what period, and does that period include a major decline?
  • Is it before or after fees?
  • Is it total return, including dividends? See dividends and total return.

The takeaway

Average returns overstate what volatile investments actually deliver, and deep losses take disproportionately large gains to recover. Volatility is one risk among several: needing money at the wrong time, inflation, and falling short of goals matter just as much. Matching investments to your timeline and keeping risk at a level you can stick with is what makes long-term returns actually reach you.

Keep reading

Ask a question about this page

Spotted an error, or something here isn't clear? Tell us. We use messages to fix and improve our articles. We can't give personal advice or quotes, and we don't pass your details to anyone who sells insurance.

Please don't include policy numbers, account numbers, health details, or other sensitive information. See our privacy policy.