E (return) = Rf + Beta[Rm - Rf]
= 6 + (7) (13-6)
= 55 %
Require Rate of Return is formulated as: Riskfree Rate + Beta(Risk Premium) Required Rate of Return = 4.25 + 1.4 (5.50) = 11.95%
14
expected market return = risk free + beta*(market return - risk free) So by putting in values: 20.4 = rf+ 1.6(15-rf) expected market return = risk free + beta*(market return - risk free) So by putting in values: 20.4 = rf+ 1.6(15-rf) where rf = risk free 20.4 - 24 = rf - 1.6rf -3.6 = -0.6rf rf = 6
dividends are not being declared
If the required rate of return is 11 the risk free rate is 7 and the market risk premium is 4 If the market risk premium increased to 6 percent what would happen to the stocks required rate of return?
Expected return= risk free rate + Risk premium = 11 rate of return on stock= Riskfree rate + beta x( expected market return- risk free rate)
Require Rate of Return is formulated as: Riskfree Rate + Beta(Risk Premium) Required Rate of Return = 4.25 + 1.4 (5.50) = 11.95%
This should be correct in a perfect market. Not true usually as assets are often mis priced. Expected return is the return/discount that market is using to get the value of the asset while required return is the discount / return that gets you the true intrinsic value of an asset
14
expected rate of return
An increase in a firm's expected growth rate would normally cause its required rate of return to
expected market return = risk free + beta*(market return - risk free) So by putting in values: 20.4 = rf+ 1.6(15-rf) expected market return = risk free + beta*(market return - risk free) So by putting in values: 20.4 = rf+ 1.6(15-rf) where rf = risk free 20.4 - 24 = rf - 1.6rf -3.6 = -0.6rf rf = 6
dividends are not being declared
11.84%
A negative market return means that there has been a loss on investments because stocks have gone down. CAPM is a model that describes the relationship between risk and expected return and could be used to try to foresee negative market returns.
.14=.05+1.5(market return-.05) .09=1.5market return-.075 .165/1.5=market return .11 or 11%=market return
If the required rate of return is 11 the risk free rate is 7 and the market risk premium is 4 If the market risk premium increased to 6 percent what would happen to the stocks required rate of return?