Answer:
0.75%
Explanation:
Computation for reward-to-volatility (Sharpe) ratio for the equity fund
Using this formula
Reward to volatility ratio =Portfolio risk premium÷Standard deviation of portfolio excess return
Where ,
Portfolio risk premium =9%
Standard deviation of portfolio excess return=12%
Let plug in the formula
Reward to volatility ratio =0.09/0.12
Reward to volatility ratio =0.75%
Therefore reward-to-volatility (Sharpe) ratio for the equity fund will be 0.75%
Answer: Jerry belongs to Steve's in-group
Explanation: An In-group is a group of two or more individuals who interact with one another, share the same characteristics and have a sense of unity altogether in which an individual perceives that collection of individuals as being a member.
In this case, Jerry belongs to Steve’s In-group as Steve assigns him more interesting tasks and offers him more rewards over Henry who is meant to just comply with formal rules whilst receiving standard benefits of the work. This is usually because individuals tend to prefer and have favoritism for their in-group over the out-group which Henry can be said to be in.
This is known as an exclusive brand, because the retailer is the only company that has access to selling it.
Research, discussion paper, exposure draft, standard.