Problem 1: Building an active portfolio. In this problem, we will build an active portfolio, that is, a portfolio consisting of individually selected stocks to complement our passive investments. To do this, create an Excel worksheet. Use the following instructions with a market risk premium rm -rf of 5%. Consider the following annualized information regarding a selection of six stocks (Apple Inc, Amazon.com Inc, Intuitive Surgical Inc, Target Corp, Walmart Inc, and Exxon Mobil Corp) and the S&P 500 that we have obtained from a regression analysis: SD of Excess SD of SD of Return Beta Systematic Residual Component S&P 500 0.1701 1.00 0.1701 0.0000 SAAPL 0.2869 1.20 0.2041 0.2016 SAMZN 0.3554 1.60 0.2721 0.2286 SISRG 0.3409 1.50 0.2551 0.2261 $TGT 0.2761 0.80 0.1361 0.2403 SWMT 0.2296 0.60 0.1020 0.2057 $XOM 0.2163 0.85 0.1446 0.1609 Find the covariance matrix according to the index model, where the covariance between two assets is defined as Cov(ri,ry) = BiBjok- (Hint: You can find the oa from the above table if you compute the covariance of the index with itself because Bs&P 500 = 1.] Create a forecast of a; for each company, that is, the return in percent you anticipate in excess over the return expected through its B; in the coming year. [Example: If the B of the company were to be 1, you'd expect an excess return of 5% in the absence of a. However, if you anticipated that the company's stock was going to realize an excess return of 4% or 6%, then its a would be -1% or +1%, respectively.) This forecast can just be a guess for this problem! Construct the risky portfolio according to Table 27.1 in your book or according to "How to build your portfolio" in today's lecture slides. Compute and report the following parameters for your portfolio: 1. Weights of the securities in your active portfolio and its a. 2. Weight of the active portfolio in the overall portfolio. 3. Aggregate alpha and beta of the active portfolio and of the overall portfolio. 4. Compare the Sharpe ratio of an investment in the market with the Sharpe ratio of the overall portfolio you have constructed! Problem 1: Building an active portfolio. In this problem, we will build an active portfolio, that is, a portfolio consisting of individually selected stocks to complement our passive investments. To do this, create an Excel worksheet. Use the following instructions with a market risk premium rm -rf of 5%. Consider the following annualized information regarding a selection of six stocks (Apple Inc, Amazon.com Inc, Intuitive Surgical Inc, Target Corp, Walmart Inc, and Exxon Mobil Corp) and the S&P 500 that we have obtained from a regression analysis: SD of Excess SD of SD of Return Beta Systematic Residual Component S&P 500 0.1701 1.00 0.1701 0.0000 SAAPL 0.2869 1.20 0.2041 0.2016 SAMZN 0.3554 1.60 0.2721 0.2286 SISRG 0.3409 1.50 0.2551 0.2261 $TGT 0.2761 0.80 0.1361 0.2403 SWMT 0.2296 0.60 0.1020 0.2057 $XOM 0.2163 0.85 0.1446 0.1609 Find the covariance matrix according to the index model, where the covariance between two assets is defined as Cov(ri,ry) = BiBjok- (Hint: You can find the oa from the above table if you compute the covariance of the index with itself because Bs&P 500 = 1.] Create a forecast of a; for each company, that is, the return in percent you anticipate in excess over the return expected through its B; in the coming year. [Example: If the B of the company were to be 1, you'd expect an excess return of 5% in the absence of a. However, if you anticipated that the company's stock was going to realize an excess return of 4% or 6%, then its a would be -1% or +1%, respectively.) This forecast can just be a guess for this problem! Construct the risky portfolio according to Table 27.1 in your book or according to "How to build your portfolio" in today's lecture slides. Compute and report the following parameters for your portfolio: 1. Weights of the securities in your active portfolio and its a. 2. Weight of the active portfolio in the overall portfolio. 3. Aggregate alpha and beta of the active portfolio and of the overall portfolio. 4. Compare the Sharpe ratio of an investment in the market with the Sharpe ratio of the overall portfolio you have constructed