Question: This is a Bloomberg-based exercise. Suppose you hold a portfolio consisting of a $350,000 investment in company A stock and a $650,000 investment in company
This is a Bloomberg-based exercise.
Suppose you hold a portfolio consisting of a $350,000 investment in company A stock and a $650,000 investment in company B stock. Companies A and B are ASX50 constituent companies (see https://www.asx50list.com/).
Rules for the choice of companies A and B. Company A is ranked as the 30th, and company B is ranked as 13th. The ranking is based on market cap, with 1 indicating the largest company at the ASX and 50 the fiftieth largest company.
Please provide a screenshot of the ranking list.
30th - Sonic Healthcare
13th - Fortescue
You can now start performing the following tasks:
- Search for the stocks of these two companies. Download historical daily price data over the last 501 trading days (approx. 2 years). [1 mark]
- Calculate with Excel the daily returns of the stocks of companies A and B. [1 mark]
Now you need to estimate VaR with the two approaches you learned in class.
Historical simulation:
- Based on the 500 returns for each stock calculated in b., calculate 500 alternative scenarios for the $ value of the $350,000 investment in company A stock and the $650,000 investment in company B stock, respectively. Sum these two for each scenario to obtain 500 simulations for the $ value of your portfolio consisting of stock A and stock B. [2 marks]
- Based on the 500 scenarios for the $ value of your portfolio consisting of stock A and stock B, calculate the 500 alternative gains/losses for your portfolio. [1 marks]
- Calculate the 5-day 99% VaR for this portfolio. What does it mean? [2 marks]
- Briefly discuss the advantages/disadvantages of this approach. [1 mark]
Model-building approach:
- Calculate the standard deviations of the stocks returns over the last two years. [1 mark]
- Calculate the coefficient of correlation between the stocks returns. [1 mark]
- Compute the 5-day 99% VaR for this portfolio. What does it mean? [2 marks]
- By how much does diversification reduce the VaR? Also provide a brief comment on the reduction. [2 marks]
- Briefly discuss the advantages/disadvantages of this approach. [1 mark]
Finally,
- Compare the results of both approaches. Provide possible explanations for the differences. [2 marks]
- Briefly discuss the usefulness of VaR. [1 mark]
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