Capital Asset Pricing Model
Capital Asset Pricing Model | Definition
Capital Asset Pricing Model. A system of equations that describes the way prices of individual assets are determined in efficient markets, that is, in markets where information is freely available and reflected instantaneously in asset prices. According to this model, prices are determined in such a way that risk premiums are proportional to systematic risk, measured by the beta coefficient, which cannot be eliminated by diversification.
CAPM provides an explicit expression of the expected returns for all assets. Basically, the model holds that if investors are risk averse, high-risk stocks must have higher expected returns than low-risk stocks. CAPM maintains that the expected return of a security or a portfolio is equal to the rate on a risk-free investment plus a risk premium.
The basic formula for CAPM is:
Re – Rf + b(Rm – Rf )
Where | Equals |
Re | Expected/required rate of return |
Rf | Risk-free rate of return |
Rm | Market rate of return |
Beta (measure of systematic risk) | |
(Rm – Rf ) | Risk premium |
For over 1,000 additional terms and definitions please see our Investment Glossary Guide.
Related to:
- Geographical Hedge Fund Guides
- Hedge Fund Employment Guide
- Financial Certification
- Investment Book
- Hedge Fund Terms and Definitions
Tags: Capital Asset Pricing Model, CAPM, Capital Asset Pricing Model Definition, What is the Capital Asset Pricing Model?, A Capital Asset Pricing Model, Capital Asset Pricing Formula, Capital Asset Pricing Equation
No comments:
Post a Comment
Note: Only a member of this blog may post a comment.