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- 2014-8-7
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Expected Return and Forecasted Return vs. Price
These two Q below are simple on its own but seem to conflict. I get the reasoning of the first Q--your expected return is higher than your forecasted return for the stock, so you recommend a sell. But in the second Q, your expected return is higher, yet you are recommending a buy? Does "price" mean something different than "forecasted return"? I get the feeling that these questions are asking for different things, I'd appreciate some insight. Thanks.
Shankar’s forecasted return for MSS: 11%
Shankar’s forecasted beta for MSS: 1.25
Expected return on the stock market index: 12%
Risk-free rate: 4%
Using his framework of analysis, Shankar should derive the following expected return and buy/sell recommendation for MSS:
Expected Return Recommendation
A) 14% Sell
B) 10% Sell
C) 14% Buy
The correct answer was A) 14% Sell
The equation for the (CAPM) is:
E(R) = RF + a[E(Rm) – RF] = 0.04 + 1.25[0.12 – 0.04] = 0.14 = 14%.
Shankar’s forecasted (11%) is less than the equilibrium expected (or required) return for MSS. Therefore, Shankar should make a sell recommendation on the stock.
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According to the capital asset pricing model (CAPM), if the expected return on an asset is too high given its beta, investors will:
A) sell the stock until the price falls to the point where the expected return is again equal to that predicted by the security market line.
B) buy the stock until the price falls to the point where the expected return is again equal to that predicted by the security market line.
C) buy the stock until the price rises to the point where the expected return is again equal to that predicted by the security market line.
Your answer: A was incorrect. The correct answer was C) buy the stock until the price rises to the point where the expected return is again equal to that predicted by the security market line.
The CAPM is an equilibrium model: its predictions result from market forces acting to return the market to equilibrium. If the expected return on an asset is temporarily too high given its beta according to the SML (which means the market price is too low), investors will buy the stock until the price rises to the point where the expected return is again equal to that predicted by the SML. |
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