Cost of Equity Calculator - CAPM Required Return
Calculate cost of equity with CAPM using the risk-free rate, beta, and market risk premium for valuation work.
Enter the risk-free rate, equity beta, and market risk premium to estimate the required return on equity from the CAPM formula.
About the Cost of Equity Calculator
Cost of Equity Examples
Each example applies CAPM: risk-free rate plus beta times market risk premium.
| Inputs | Result | How to read it |
|---|---|---|
| Risk-free 4%, beta 1.2, market risk premium 5% | Cost of equity 10.00% | A stock riskier than the market earns a 6.00 percentage-point premium over the risk-free rate. |
| Risk-free 3.5%, beta 0.7, market risk premium 6% | Cost of equity 7.70% | Defensive beta trims the equity premium even with a 6% market premium. |
| Risk-free 5%, beta 1.8, market risk premium 5% | Cost of equity 14.00% | High-beta equity requires a double-digit return that will raise WACC if leverage is also high. |
How to Use the Cost of Equity Calculator
- Enter the risk-free rate as a percent, typically a government bond yield in the cash-flow currency.
- Enter equity beta from a market data source, matched to the firm’s leverage if possible.
- Enter the market risk premium as a percent, not as a decimal.
- Select Calculate to read the CAPM cost of equity, then test a second beta to see the range.
Cost of Equity FAQ
What is CAPM?
The capital asset pricing model sets expected return equal to the risk-free rate plus beta times the market risk premium. The cost of equity calculator applies that identity and does not add size, value, or country premia.
Which risk-free rate should I use?
Match currency and roughly match duration. A long-term project is usually paired with a long-term government yield, not an overnight rate, so the discount rate and cash flows share a similar interest-rate horizon.
Can beta be less than one?
Yes. Utilities and other defensive businesses often have betas below one, which lowers cost of equity. Beta still must be greater than zero on this page, so a negative-beta curiosity case is not supported.
Is cost of equity the same as WACC?
No. Cost of equity is the required return on the equity slice only. WACC blends it with after-tax debt cost and any preferred stock, using capital-structure weights.
Why is my result different from a data vendor?
Vendors may use another beta window, a different rf, or an implied premium from the market. CAPM is sensitive to each input, so document sources rather than treating one printout as unique truth.