Answer:
Sharpe ratio = 0.20
Treynor ratio = –0.005
Explanation:
Note: See the attached excel file for the calculations of average rate of returns, standard deviations and beta used in the calculation below.
a. Calculation of Sharpe ratio
Sharpe ratio refers to a investment measurement that employed to measure the an investment actual that has been adjusted for the risk associated with the investment.
Sharpe ratio can be calculated using the following formula:
Sharpe ratio = (Average fund rate - Average Risk Free rate) / Standard deviation of fund rate = (5.46% - 2.40%) / 15.05% = 0.20
a. Calculation of Treynor ratio
Treynor ratio refers to investment measurement that is calculated to show the risk of certain investments after the volatility of the market has been taking into consideration.
Treynor ratio can be calculated using the following formula:
Treynor ratio = (Average market return rate - Average Risk Free rate) / Beta = (1.96% - 2.40%) / 87.53% = –0.005
When society produces the combination of goods and services on the PPF that it values the most highly, society has Allocative efficiency. PPF is defined as the public provident fund, and Allocative efficiency<span> is the point in which the preference of the product consumption is balanced in production levels in an economy. This is specifically related to the benefit of a product or service being equivocal to the cost of making it, directly reflective of consumer preferences.
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Answer:
c. $8
Explanation:
Calculation to determine the selling price
First step is to calculate the Markup percent
Markup percent= (90,000 + 150,000) / (30,000 x 15)
Markup percent = .533
Now let calculate the selling price
Selling price=533 x $15 per unit
Selling price= $8
Therefore the Selling price will be $8
The answer is a manager should search diligently for ways the strategy can be improved
If the whole lecture about mitochondria was placed in a single tweet, it would be this one:
<span>“The mitochondria is the power house of the cell” A powerhouse that we all should be mindful about and to take care of our own.</span>
