Beta
A stock’s beta is a number that measures how much it tends to move when the wider stock market moves. A beta of 1.0 means the stock moves with the market. A beta of 1.5 means it is 50% more volatile; a beta of 0.8 means it is 20% less volatile. Beta is not the only risk that matters, but it is the most important systematic risk—the risk you cannot escape without leaving the stock market altogether.
This entry covers the systematic risk of individual securities. For the other side of the coin—the excess return earned by managing risk well—see alpha.
What beta actually measures
Beta comes from a simple regression: plot a stock’s returns on the Y-axis and the market’s returns on the X-axis. Each dot is a week or month of returns. Then fit a straight line through those dots. The slope of that line is the stock’s beta.
If the stock rises 15% every time the market rises 10%, the slope is 1.5, so beta is 1.5. If the stock rises 5% when the market rises 10%, the slope is 0.5, so beta is 0.5. If the stock rises 10% when the market rises 10%, the slope is 1.0, so beta is 1.0.
By definition, the market itself (or an index representing it) has a beta of 1.0. Any individual stock is measured relative to the market. A stock with a beta of 2.0 is twice as volatile as the market; a stock with a beta of 0.5 is half as volatile.
The calculation is purely mechanical. It says nothing about why the stock moves the way it does—only that it does.
Interpreting beta in context
High-beta stocks (beta > 1.0) include technology companies, small-cap growth stocks, and other firms in cyclical industries. Airlines, retailers, and manufacturers also tend to have high betas because their profits are highly sensitive to the economy’s ups and downs. When the economy booms, profits boom; when it slumps, profits vanish. The stock price swings accordingly.
Low-beta stocks (beta < 1.0) include utilities, consumer staples, and mature, stable businesses. A supermarket chain will see roughly the same sales in a bull market as in a bear market—people still buy food. The stock price reflects that stability and moves less wildly.
Negative-beta assets are rare but not impossible. Some defensive bonds or gold can move opposite to stocks, serving as insurance during market declines. But truly negative-beta stocks are nearly nonexistent.
The crucial point is this: beta measures the risk you cannot diversify away. You can own a poorly managed airline and reduce the company-specific risk through diversification. You cannot, however, diversify away the fact that airlines are inherently cyclical. High-beta stocks will continue to swing wildly no matter how many other high-beta stocks you own.
Beta and the capital asset pricing model
Beta is the centrepiece of the capital asset pricing model (CAPM), which attempts to answer a deceptively simple question: what return should an investor expect for taking a certain amount of risk?
The CAPM says: Expected return = risk-free rate + beta × (market return − risk-free rate).
In English: the return you should expect is the safe rate (what you would earn on a Treasury bond, perhaps 4% today) plus a premium for taking risk. That premium is proportional to beta. If the market is expected to return 7% and the risk-free rate is 4%, the risk premium is 3%. A stock with beta 1.0 should return 7% (4% + 1.0 × 3%). A stock with beta 1.5 should return 8.5% (4% + 1.5 × 3%). A stock with beta 0.5 should return 5.5%.
The CAPM is elegant and has held up reasonably well as a rough guide. It says that higher risk (higher beta) should come with higher expected returns, and lower risk should come with lower expected returns. Over the long run, this has been broadly true.
But the CAPM is not destiny. Some high-beta stocks underperform; some low-beta stocks outperform. That gap is alpha—the return not explained by beta alone. Hunting for alpha is, in essence, hunting for stocks whose future returns will diverge from what the CAPM predicted.
Beta in a portfolio
An investor can think about beta at the portfolio level, not just the individual stock level. A diversified portfolio of 60% stocks and 40% bonds has a beta somewhere around 0.6 (the 60% of stocks, with average beta 1.0, contributes 0.6; the bonds contribute near zero). That portfolio should, in theory, be 60% as volatile as the stock market and deliver somewhat lower returns.
This is why asset allocation matters so much. Your overall portfolio risk is largely determined by how much of your money you keep in stocks, not by which stocks you pick. Switching from a 60/40 to an 80/20 portfolio increases your portfolio beta from about 0.6 to about 0.8—a meaningful and deliberate increase in risk designed to seek higher long-run returns.
What beta misses
Beta is powerful but incomplete. It captures systematic risk—the risk that moves with the market. It captures nothing of company-specific risk: fraud, bad management, a failed product launch, a lawsuit. These can erase a stock’s value even while the market does fine. That risk is reduced through diversification.
Beta also misses tail risk: the possibility of truly catastrophic loss. A stock with moderate beta can still blow up in exceptional circumstances. And beta calculated over three years may not predict beta over the next three years; correlations can shift, especially during crises.
For these reasons, beta is a useful shorthand but never the whole story. It is a starting point, not an ending point.
See also
Closely related
- Alpha — the return not explained by beta
- Stock — what beta measures
- Volatility and risk — what beta quantifies
- Price-to-earnings ratio — another metric for stock evaluation
- Diversification — how to reduce company-specific risk
Wider context
- Asset allocation — determines portfolio beta
- Bull market · Bear market — high-beta stocks amplify both
- Market capitalization — small-cap stocks often have higher betas
- Stock market — the reference point for all beta calculations
- Hedge fund — sometimes used to reduce portfolio beta