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How to Calculate Capm: Formula, Examples, and Calculator

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How to Calculate Capm: Formula, Examples, and Calculator

Updated May 2026 · ~10 min read

CAPM estimates a required return from a selected risk-free rate, beta, and market risk premium. Each input is estimated and depends on currency, horizon, benchmark, return frequency, sample period, leverage, and methodology. CAPM is a model assumption for analysis, not an observed expected return or a forecast guarantee.

When this guide is useful

The formula

Required return = R_f + β × (E[R_m] − R_f) Beta = covariance(asset, selected market benchmark) ÷ variance(selected market benchmark)

The risk-free rate and market risk premium should use compatible currency and horizon. Historical and forward-looking premium estimates are not interchangeable without explanation.

A conditional CAPM calculation

With Rf = 4%, beta = 1.2, and a selected market risk premium of 5%, CAPM gives 10%. This is a conditional required-return estimate, not the return the security will earn.

Beta is methodology-dependent

Model limits

CAPM does not capture every priced risk, liquidity constraint, nonlinear payoff, country exposure, or company-specific scenario. Alternative models may produce different required returns.

Common mistakes

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FAQ

Which risk-free rate should I use?

Use a rate consistent with the cash-flow currency and horizon; no single government yield fits every analysis.

Which beta should I use?

Document benchmark, window, frequency, leverage treatment, and any adjustment. Different valid methods can produce different betas.

Is CAPM expected return a forecast?

No. It is a model-based required-return estimate under selected assumptions.

Can CAPM be used in emerging markets?

It can be adapted, but currency, sovereign, market segmentation, and country-risk assumptions require explicit treatment.

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Educational Disclaimer

This article is for educational and informational purposes only and should not be considered investment, financial, tax, or legal advice. Market information may change over time, and readers should verify important details independently before making financial decisions.