Answer:
The correct answer is letter "A": True.
Explanation:
Risk-adjusted return is a measurement of risk for an investment or portfolio. It involves comparing the return of the investment or portfolio against the benchmark which is the overall performance of the market (typically compared with the S&P 500 index). For that purpose, the approach makes use of indicators such as <em>the alpha, beta </em>or <em>standard deviation</em>. <em>Beta </em>measures how correlated is the movement of a security according to the overall market movement. If a stock exceeds the return of the S&P 500 index, it means it is outperforming the market.
I think the answer is c.capitalize on interest but i'm not quite sure
Answer:
the experience curve
Explanation:
The experience curve refers to a company having lower production costs due to increasing experience of the manufacturing process.
This concept applies to most activities in life, do you remember "practice makes perfect", well practice is equal to experience. For example the first time you drove a car, it probably took you a long time to go from your point of origin to your destination. Your driving inexperience increased the costs of driving from one place to another (more time and fuel spent). But after a while, when driving was something normal you are able to drive the same distance at a lower cost (less time and fuel).
Imagine for a car company that is trying out a new model. The first units are usually assembled with several flaws that must be corrected and are used to research possible design or equipment flaws. Those failures are corrected as the workers acquire more experience.
Answer:
The portfolio SD is A. 20.65%
Explanation:
The standard deviation tells the total risk (both systematic and unsystematic) associated with a stock or a portfolio. The portfolio risk or the standard deviation of portfolio can be calculated using the following formula as attached in the picture below.
Using this formula, the standard deviation of the portfolio is:
SDp = √(0.3)² * (0.2)² + (0.7)² * (0.25)² + 2 * (0.3)*(0.7) * 0.4 * (0.2)*(0.25)
Portfolio SD = 0.20645 or 20.645% rounded off to 20.65%
Answer:
He would need to make up for missing today's training session because it is going to be a very important session that will help him a lot to improve his skills.
He would be mad about missing it because he would lose that valuable opportunity to improve his skills, as well as because he would have to make up for missing it.
He would regret missing the session for the same reason.
He tried missing today's session because he had other things on mind, more pressing tasks, the session is valuable but boring, etc.
