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What do you notice about the alphas and betas calculated using the various methods? Using the alpha and beta you calculated for stock 4 along with the average excess return on the S&P index, what is your prediction of the excess return for stock 4?
Look at the investment opportunity set for stocks 1 and 2. Suppose that you produced a similar graph for portfolios of stocks 1 and 3. Where would the investment opportunity set for stocks 1 and 3 lie relative to the investment opportunity set for stocks 1 and 2? Why?
Look at your correlation table. What is the relationship between the R-squared for each stock and the correlation between that stock's returns and the S&P index returns? What do these statistics tell you about the breakdown between market risk and unique risk for each stock?
Would any combination or "weighting" of these 4 stocks result in a portfolio that is superior to the S&P 500? Explain. Do you expect this relationship in the historical data to be repeated in future periods? Explain.
Question What is the standard deviation of a portfolio which is comprised of $4,500 invested in stock S and $3,000 in stock T?
Four European vanilla Call options ()iC· on an underlier with no interim cash flows, have identical maturity T. Their strike prices iK are such that 1234KKKK A trader buys ()1CK an
The Gujistan dollar until January 1st 2009 was pegged to the USA dollar. As at 31st December 2008, the official spot rate between the two currencies was G$0.6147 = US$1, while the
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What do you notice about the alphas and betas calculated using the various methods? Using the alpha and beta you calculated for stock 4 along with the average excess return on the
Inventory turnover is the reciprocal of inventory days. (Cost of sales/Average inventory)x number of times This shows how quickly inventory is being sold. It illustrates the
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