Question
The management of Ark Industries wants to analyze the performance of the companys stock in the stock market. They want to compare the stock performance
The management of Ark Industries wants to analyze the performance of the companys stock in the stock market. They want to compare the stock performance with Apex Inc, a strong competitor in the industry, and the market index. The following data is available for managerial finance analysis.
Year |
Ark Industries |
Apex Incorporated | Market Index | ||||
Capital gain/loss |
Dividend | Purchased Price | Capital gain/loss |
Dividend | Purchased price | Rate of Return | |
2020 | $6.79 | $2.23 | $23.53 | $5.80 | $3.52 | $79.32 | 51.8% |
2019 | -$5.08 | $2.65 | $28.61 | $5.00 | $3.65 | $74.32 | 1.30% |
2018 | $13.40 | $2.73 | $15.21 | -$12.80 | $3.45 | $87.12 | 11.90% |
2017 | $2.58 | $2.57 | $12.63 | -$8.00 | $3.47 | $95.12 | 13.90% |
2016 | -$0.58 | $2.23 | $13.21 | $10.88 | $3.55 | $84.25 | 15.80% |
*Capital gain = difference between ending price and beginning price
A) Use the data given to calculate the annual returns for Ark Industries, and Apex Inc during the 5-year period.
- Calculate the historical average returns for Ark Industries, Apex Inc., and the market index during the 5-year period.
- Calculate the standard deviation of the returns for Ark Industries.
- An individual investor, James Bond needs an extra return of 6.0% before he will take on the stock markets risk to invest in Ark Industries. If the risk-free rate on long-term Treasury bonds is 5.0%. what would be the required return on the market?
- James Bond wants to determine the required rate of return on two stocks (stock A and stock B) that he just added to his portfolio. The following information is available: Market rate of return = 11.0%; Risk free rate =5.0%; Beta for stock A= 0.77; Beta for stock B = 0.99. Use the Security Market Line (SML) equation to calculate the required rate of return for stock A and stock B.
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