Final answer:
The beta (β) in the Capital Asset Pricing Model (CAPM) measures a stock's sensitivity to market movements. Statements B, C, and D correctly define beta's implications for stock returns in relation to changes in the market.
Step-by-step explanation:
In the context of the Capital Asset Pricing Model (CAPM), the slope coefficient β (beta) has specific interpretations. Let's clarify each statement:
- B. When β equals 0, the stock's return does not change as a result of changes in the market return. This statement is incorrect since a beta of 0 implies no sensitivity to market movements.
- B. A stock for which β > 1 is considered more "aggressive" or riskier than the market. This statement is correct as a beta greater than 1 indicates higher volatility and thus, a higher risk compared to the market.
- C. Measures how sensitive the stock's return is to changes in the level of the overall market. This statement is correct as beta is a measure of the stock's volatility in relation to the market.
- D. When β equals 1, any change in the market return leads to an identical change in the given stock return. This statement is correct, as a beta of 1 implies that the stock moves with the market.
To summarize, the correct answers regarding the stock's beta in CAPM are options B, C, and D.