Hope they did good on the semantic map
Answer:
Yes, you can be confident that the portfolio will not lose more than 30% of its value next year
Explanation:
In this question , the average return of portfolio is 12.5% and the standard deviation is 19.5%. It is estimated that there will be 30% loss next year. The confidence interval is 95%.
Range = Average return ± 2 x Standard deviation Low aid = 12.5% - (2 x19.5%) =12.5% -39% = -26.5%
High end = 12.5% +(2 x19.5%) =12.5%+39% = 51.5%
Thus, the low end is
26.5%
The range of return at 95% confidence interval is -26.5% to 51.5%
Answer:
Typically, related commands are clustered together on the same menu or toolbar. Menus typically are displayed as one-word strings clustered in a row at the top of the integrated development environment (IDE) or a tool window.
Explanation:
Answer:
13%
Explanation:
As per the situation the solution of required rate of return first we need to find out the beta which is shown below:-
Expected rate of return = Risk-free rate of return + Beta × (Market rate of return - Risk-free rate of return)
11% = 7% + Beta × 6%
Beta = 1
now If the market risk premium increased to 6% so,
The required rate of return = 7% + 1 × 6%
= 13%
Therefore for computing the required rate of return we simply applied the above formula.
