Question: Total, nondivortable and diversitaterik David Talbot randomly selected cities from all those isted on the New York Stock Exchange for his portfolio. He began with

Total, nondivortable and diversitaterik David Talbot randomly selected cities from all those isted on the New York Stock Exchange for his portfolio. He began with a single security and added cures one by one na 20 ses were held in the portfolio Ater each security was. Did calculated the portfolio andard deviation. The calculated values we shown in the following Po the data from the title on a hat has the number of securities on the ads and the portfolio standard deviation on the yaxis 1. Divide the soul portfolio rok in the graph into is rondable and diversitate risk components, and welcach of these on the graph Describe which of the work components is the relevant risk and won why it is relevant How much of this role in David Taborsport? OB 2 2 Nender Risk Diveritable Risk Nondiversiteit OD OC Q 18 16 14 Por Dirt Risk Mondverk Hondable Diver beroes Porn 7 Click to you and then click Check Answer CA B 7 a 2 5 3 7 6 4 P 0 1 U Y 3 T R E Q H K F J G D S Dortfolio . After each security was added, David calculated the portfolio standard deviation, or The calculated values are shown in the following table: able on a graph that has the number of securities on the x-axis and the portfolio standard deviation on the y-axis. risk in the graph into its nondiversifiable and diversifiable risk components, and label each of these on the graph. wwo risk components is the relevant risk, and explain why it is relevant. How much of this risk exists in David Talbot's portfolio? 0 Data Table (Click on the icon here in order to copy the contents of the data table below into a spreadsheet.) ch Portfolio Portfolio Nondiversifiable Risk able Risk Number of securities risk, Diversifiable Risk rifiable Risk 20 10 15 Number of Securities in Portfolio 2 3 4 15 prtfolio Number of securities 11 12 13 14 15 16 17 18 19 20 18.20% 16.50% 14 90% 13.30% 12 30% 11.50% 10.70% 10.10% 9.30% 8.60% a 7.70% 7.10% 6.50% 6.00% 5.70% 5.50% 5.30% 5.25% 5.20% 5.15% 6 7 9 10 Nandiversifiable Risk Print Done Diversifiable Risk 20 10 15 Number of Securities in Portfolio 15 Number of Securities in Portfolio et your answer and then click Check Answer Clear All Total, nondivortable and diversitaterik David Talbot randomly selected cities from all those isted on the New York Stock Exchange for his portfolio. He began with a single security and added cures one by one na 20 ses were held in the portfolio Ater each security was. Did calculated the portfolio andard deviation. The calculated values we shown in the following Po the data from the title on a hat has the number of securities on the ads and the portfolio standard deviation on the yaxis 1. Divide the soul portfolio rok in the graph into is rondable and diversitate risk components, and welcach of these on the graph Describe which of the work components is the relevant risk and won why it is relevant How much of this role in David Taborsport? OB 2 2 Nender Risk Diveritable Risk Nondiversiteit OD OC Q 18 16 14 Por Dirt Risk Mondverk Hondable Diver beroes Porn 7 Click to you and then click Check Answer CA B 7 a 2 5 3 7 6 4 P 0 1 U Y 3 T R E Q H K F J G D S Dortfolio . After each security was added, David calculated the portfolio standard deviation, or The calculated values are shown in the following table: able on a graph that has the number of securities on the x-axis and the portfolio standard deviation on the y-axis. risk in the graph into its nondiversifiable and diversifiable risk components, and label each of these on the graph. wwo risk components is the relevant risk, and explain why it is relevant. How much of this risk exists in David Talbot's portfolio? 0 Data Table (Click on the icon here in order to copy the contents of the data table below into a spreadsheet.) ch Portfolio Portfolio Nondiversifiable Risk able Risk Number of securities risk, Diversifiable Risk rifiable Risk 20 10 15 Number of Securities in Portfolio 2 3 4 15 prtfolio Number of securities 11 12 13 14 15 16 17 18 19 20 18.20% 16.50% 14 90% 13.30% 12 30% 11.50% 10.70% 10.10% 9.30% 8.60% a 7.70% 7.10% 6.50% 6.00% 5.70% 5.50% 5.30% 5.25% 5.20% 5.15% 6 7 9 10 Nandiversifiable Risk Print Done Diversifiable Risk 20 10 15 Number of Securities in Portfolio 15 Number of Securities in Portfolio et your answer and then click Check Answer Clear All
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