Calculate the actual portfolio​ return, rp​, for each of the 6 years. b. Calculate the expected value of portfolio​ returns, rp​, over the​ 6-year period. c. Calculate the standard deviation of expected portfolio​ returns, σrp​, over the​ 6-year period.

Essentials Of Investments
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ISBN:9781260013924
Author:Bodie, Zvi, Kane, Alex, MARCUS, Alan J.
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Chapter1: Investments: Background And Issues
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Jamie Wong is thinking of building an investment portfolio containing two​ stocks, L and M. Stock L will represent 50​% of the dollar value of the​ portfolio, and stock M will account for the other 50​%.

The historical returns over the next 6​ years, 2013−2018​,for each of these stocks are shown in the following​ table: (see attached table)

a. Calculate the actual portfolio​ return, rp​, for each of the 6 years.
b. Calculate the expected value of portfolio​ returns, rp​, over the​ 6-year period.
c. Calculate the standard deviation of expected portfolio​ returns, σrp​, over the​ 6-year period.
 
### Annual Expected Return for Stock L and Stock M (2013-2018)

The following table presents the annual expected returns for two stocks, Stock L and Stock M, over a six-year period from 2013 to 2018.

| **Year** | **Stock L** | **Stock M** |
|----------|--------------|-------------|
| 2013     | 15%          | 22%         |
| 2014     | 17%          | 21%         |
| 2015     | 19%          | 20%         |
| 2016     | 21%          | 19%         |
| 2017     | 22%          | 18%         |
| 2018     | 24%          | 17%         |

### Analysis

- **Stock L**: Shows a consistent annual increase in expected returns from 15% in 2013 to 24% in 2018. This indicates a progressive improvement in performance.
- **Stock M**: Exhibits a decreasing trend in expected returns, starting at 22% in 2013 and dropping to 17% in 2018. 

### Visual Representation

If this table were to be represented in a line graph:
- The x-axis would represent the years (2013 to 2018).
- The y-axis would represent the expected return percentages.
- Two lines would be plotted: one for Stock L and another for Stock M. 
- The line for Stock L would show an upward trajectory.
- The line for Stock M would display a downward slope.

This data can be useful for understanding historical performance trends and making informed investment decisions.
Transcribed Image Text:### Annual Expected Return for Stock L and Stock M (2013-2018) The following table presents the annual expected returns for two stocks, Stock L and Stock M, over a six-year period from 2013 to 2018. | **Year** | **Stock L** | **Stock M** | |----------|--------------|-------------| | 2013 | 15% | 22% | | 2014 | 17% | 21% | | 2015 | 19% | 20% | | 2016 | 21% | 19% | | 2017 | 22% | 18% | | 2018 | 24% | 17% | ### Analysis - **Stock L**: Shows a consistent annual increase in expected returns from 15% in 2013 to 24% in 2018. This indicates a progressive improvement in performance. - **Stock M**: Exhibits a decreasing trend in expected returns, starting at 22% in 2013 and dropping to 17% in 2018. ### Visual Representation If this table were to be represented in a line graph: - The x-axis would represent the years (2013 to 2018). - The y-axis would represent the expected return percentages. - Two lines would be plotted: one for Stock L and another for Stock M. - The line for Stock L would show an upward trajectory. - The line for Stock M would display a downward slope. This data can be useful for understanding historical performance trends and making informed investment decisions.
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