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
Answer:
<em>a)Corrected net income= $97,000</em>
<em>b) Total assets figure is understated.</em>
Explanation:
<em>To arrive at the net income, cost of goods sold is usually deducted from the sales revenue. An cost of sold is determined by subtracting the value of inventory. So an understated inventory would mean an overstated </em><em>cost of goods sold </em><em>and </em><em>understated net income</em>
<em>Correct net income = 90,000 + 7,000</em>
<em> = $97,000</em>
<em>Inventory is part of current assets s reported in the balance sheet . Therefore, if inventory is understated it implies that the current assets figure is understated and therefore the</em><em> total assets figure is understated.</em>
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*matches pairs to respective categories*
Answer:
The price of the stock is expected to be $188.16 in 1 year.
Explanation:
This can be determined as follows:
Current price of the stock = Expected next dividend / Expected return = $24.87 / 15.2% = $163.62
Expected stock price in 1 year = Current price of the stock * (100% + Expected return)^Number of year = $163.62 * (100% + 15.2%)^1 = $188.16
Therefore, the price of the stock is expected to be $188.16 in 1 year.
