me

(

r

I

)

=

R

F

+

B

I

(

me

(

r

subway

)

–

R

F

)

where:

me

(

r

I

)

=

required return on financial assets

I

R

F

=

risk-free rate of return

B

I

=

beta value of financial asset

I

me

(

r

subway

)

=

average capital market return

begin {aligned} & E (r_i) = R_f + beta_i (E (r_m) -R_f) \ & textbf {where:} \ & E (r_i) = text {required return on financial assets} i \ & R_f = text {risk-free rate of return} \ & beta_i = text {beta value for financial assets} i \ & E (r_m) = text {return capital market average} end {aligned}

me ( r I ) = R F + B I ( me ( r subway ) – R F ) where: me ( r I ) = required return on financial assets I R F = risk-free rate of return B I = beta value of financial asset I me ( r subway ) = average capital market return

At the heart of the model are its underlying assumptions, which many criticize for being unrealistic and which could provide the basis for some of its main drawbacks. No model is perfect, but each one should have some characteristics that make it useful and applicable.

Advantages of the CAPM model

There are numerous benefits to the CAPM application, including:

Easy to use

The CAPM is a simple calculation that can be easily tested for a variety of possible results that provide confidence around the required rates of return.

Key takeaways

The CAPM is a widely used profitability model that is easily calculated and stress tested.
He is criticized for his unrealistic assumptions.
Despite these criticisms, the CAPM provides a more useful output than the DDM or WACC models in many situations.
Diversified portfolio

The assumption that investors have a diversified portfolio, similar to the market portfolio, eliminates unsystematic (specific) risk.

Systematic risk

The CAPM takes into account systematic risk (beta), which is outside of other profitability models, such as the dividend discount model (DDM). Systematic or market risk is an important variable because it is unforeseen and, for that reason, often cannot be fully mitigated.

Variability of business and financial risk

When companies research opportunities, if the business combination and financing differ from the current business, other required performance calculations such as weighted average cost of capital (WACC) cannot be used. However, the CAPM can.

When used in conjunction with other aspects of an investment mosaic, the CAPM can provide unmatched performance data that can support or eliminate a potential investment.

Disadvantages of the CAPM model

Like many scientific models, the CAPM has its drawbacks. The main drawbacks are reflected in the inputs and assumptions of the model, which include:

Risk free rate (Rf)

The commonly accepted rate used as R_{F} it is the yield of government securities in the short term. The problem with using this input is that performance changes daily, which creates volatility.

Return to market (Rm)

Market performance can be described as the sum of capital gains and market dividends. A problem arises when, at any given time, the market performance may be negative. As a result, a long-term market return is used to smooth the performance. Another problem is that these returns are retrospective and may not be representative of future market returns.

Ability to borrow at a risk-free rate

CAPM is based on four main assumptions, including one that reflects an unrealistic picture of the real world. This assumption, that investors can borrow and lend at a risk-free rate, is actually unattainable. Individual investors cannot borrow (or lend) at the same rate as the US government. Therefore, the required minimum return line might actually be less steep (provide a lower return) than you calculate. the model.

Determination of Project Proxy Beta

Companies that use the CAPM to evaluate an investment must find a beta version that reflects the project or investment. Often times, a proxy beta is required. However, accurately determining one to properly evaluate the project is difficult and can affect the reliability of the result.

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