Question
You have been given the expected return data as shown in the following table on three assets X, Y, and Z over the period 2018-2023.
You have been given the expected return data as shown in the following table on three assets X, Y, and Z over the period 2018-2023.
Expected Returns | |||
Year | Asset X | Asset Y | Asset Z |
2018 | 12% | 14% | 9% |
2019 | 11% | 13% | 10% |
2020 | 10% | 12% | 11% |
2021 | 9% | 11% | 12% |
2022 | 8% | 10% | 13% |
2023 | 7% | 9% | 14% |
With the above assets, you considering seven investment alternatives shown in the following table.
Alternative | Investment |
1 | 100% in Asset X |
2 | 100% in Asset Y |
3 | 100% in Asset Z |
4 | 50% in asset X and 50% in asset Z |
5 | 50% in asset Z and 50% in asset Y |
6 | 30% in asset Z and 70% in asset Y |
7 | 70% in asset Z and 30% in asset Y |
1- Calculate the expected return over the 6-year period for each of the seven alternatives. (Show your work)
2- Calculate the standard deviation of returns over the six-year period for each of the seven alternatives. (Show your work)
3- Calculate the coefficient of variation for each of the seven alternatives. (Show your work)
4- Based on your findings, which of the seven investment alternative would you recommend? Why? (Show your work)
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