f. If you formed a portfolio that consisted of 50% Goodman stock and 50% Landry stock, what would be its beta and its required return? The beta of a portfolio is simply a weighted average of the betas of the stocks in the portfolio, so this portfolio's beta would be: Portfolio beta =
For beta calculation | |||
Goodman industries | Landry Incorporated | Index | |
2013 | 11.44 | 83.63 | 7058.96 |
2014 | 17.06 | 90 | 8403.42 |
2015 | 16.13 | 85.88 | 9651.05 |
2016 | 24.75 | 73.13 | 13019.97 |
2017 | 22.13 | 78.45 | 13178.55 |
2018 | 25.88 | 73.13 | 17495.97 |
For returns like for 2018: use P2018/P2017-1 in % | |||
Goodman industries | Landry Incorporated | Index | |
2013 | |||
2014 | 49% | 8% | 19% |
2015 | -5% | -5% | 15% |
2016 | 53% | -15% | 35% |
2017 | -11% | 7% | 1% |
2018 | 17% | -7% | 33% |
Beta | 26% | -55% |
So for f : 0.5*0.26+0.5*(-0.55) = -0.15
Beta | weight | |
Goodman | 0.26 | 0.25 |
Stock A | 0.769 | 0.15 |
Stock B | 0.985 | 0.4 |
Stock C | 1.423 | 0.2 |
portfolio beta | 0.85895 |
For return calculation, please provide more data such as Risk free rate, market return can be taken as 20.56% (index return).
So risk premium would be market return - Risk free rate
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