*R*_{i}= R_{f} + β_{i}(E[R_{m}]-R_{f})

In order to calculate the Capital Asset Pricing Model (CAPM), you need to understand the relationship between expected return and risk. The formula for calculating CAPM is`, where`

R_{i}= R_{f}+ β_{i}(E[R_{m}]-R_{f})Ris the expected return on the investment,_{i}Ris the risk-free rate of return,_{f}βis the systematic risk of the investment, and_{i}E[Ris the expected return of the market portfolio. In order to calculate the CAPM, you should use spreadsheet software such as Sourcetable._{m}]

The Capital Asset Pricing Model (CAPM) is an economic model that describes the relationship between risk and expected return and that is used in the pricing of risky securities. It states that the expected return of a security is equal to the rate on a risk-free security plus a risk premium, which is based on the beta of that security.

A secondary degree is required in order to understand CAPM.

The formula for CAPM is:`E(r) = rf + Î²(E(rm) - rf)`

, where`E(r)`

is the expected return,`rf`

is the risk-free rate,`Î²`

is the security's beta, and`E(rm)`

is the expected return of the market.

*R*_{i}= R_{f} + β_{i}(E[R_{m}]-R_{f})

The Capital Asset Pricing Model (CAPM) is a popular tool in finance for estimating the expected return of a security given its risk. It is based on a few assumptions such as a perfect market, homogeneous beliefs and no transaction costs, making it simple to use and understand.

The CAPM is a simple model that doesn't require a lot of data or complex calculations. It uses a few basic assumptions to estimate the expected return of a security given its risk. This makes it an attractive choice for investors who don't have the time or resources to do more complex calculations.

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