CAPITAL ASSET PRICING MODEL

CAPM Calculator

Estimate expected return as the risk-free rate plus beta times the market risk premium.

Enter your values

Risk-free rate plus a scaled market premium

The capital asset pricing model estimates the return an asset should offer given its market beta. The market risk premium is expected market return minus the risk-free rate. A positive beta above 1 amplifies that premium; a positive beta between 0 and 1 scales it down. A negative beta reverses the premium contribution in the model. Real return removes inflation from a nominal rate. WACC may use this result as the cost of equity. This page does not load Treasury or equity-premium tables.

Market risk premium = expected market return − risk-free rate
Expected return = risk-free rate + beta × market risk premium

Example

A 3% risk-free rate, beta 1.3, and 8% expected market return has a 5% market premium. Expected return is 3% + 1.3 × 5% = 9.5%. Beta 0 returns the risk-free rate. CFI’s 2.5% risk-free rate, 1.25 beta, and 7.5% premium (10% market return) is 11.875%.

What this model leaves out

Beta must be between −10 and 10. Size, value, liquidity, and country premia stay outside this single-factor identity. Beta measured from past prices can change with the window. Use a risk-free rate that matches the cash-flow horizon.

Frequently asked questions

Should I enter the premium or the market return?

Enter the expected market return. The page subtracts the risk-free rate to get the premium.

Can beta be negative?

Yes. A negative beta reduces expected return below the risk-free rate in this identity.

How is this different from real return?

Real return adjusts a nominal rate for inflation. CAPM adds a beta-scaled market premium to a risk-free rate.

Is this a forecast?

It is a required-return identity from the inputs you enter, not a prediction that the stock will earn that return.

More calculators

Calculations run in your browser. Values are not uploaded or stored.