Excess returns on the stock=beta*excess returns on the market
1.
=1.3*(-1.3%)
=-1.690000%
2.
=0.6*(-1.3%)
=-0.780000%
3/191 3/199: P 12-24 (similar to) Question Help - You hear on the news that the S&P 500 was down 1.3% today rela...
P 12-24 (similar to) Question Help You hear on the news that the S&P 500 was down 1.8% today relative to the risk-free rate (the market's excess return was-1.8%). You are thinking about your portfolio and your investments in Zynga and Proctor and Gamble a. If Zynga's beta is 1.2, what is your best guess as to Zynga's excess return today? b. If Proctor and Gamble's beta is 0.6, what is your best guess as to P&G's excess return today?...
You hear on the news that the S&P 500 was down 2.2% today relative to the risk-free rate (the market's excess return was −2.2%). You are thinking about your portfolio and your investments in Zynga and Proctor and Gamble. a. If Zynga's beta is 1.1, what is your best guess as to Zynga's excess return today? b. If Proctor and Gamble's beta is 0.6, what is your best guess as to P&G's excess return today? a. If Zynga's beta is...
Problem 8. 19 pts You hear on the news that the S&P/TSX Composite Index was down-1.0% today (the market's return was-1.0%). You are thinking about your portfolio and your investment in Royal Bank of Canada (RBC), Baytex Energy Corp. (BTE.TO), and Barrick Gold (ABX.TO). (Show your calculations) a. If RBC's beta is 1.02, what is your best guess as to RBC" return today? b. If Baytex Energy Corp.'s beta is 3.90, what is your best guess to BTE.TO return today?...
Problem 8 [9pts] You hear on the news that the S&P/TSX Composite Index was down-1 .0% today (the market's return was-1.0%). You are thinking about your portfolio and your investment in Royal Bank of Canada (RBC), Baytex Energy Corp. (BTE.TO), and Barrick Gold (ABX TO) (Show your calculations) a. If RBC's beta is 1.02, what is your best guess as to RBC" return today? b. If Baytex Energy Corp.'s beta is 3.90, what is your best guess to BTE.TO return...
The risk-free rate is 3% and you believe that the S&P 500's excess return will be 10.6% over the next year. If you invest in a stock with a beta of 1.1 (and a standard deviation of 30%), what is your best guess as to its expected excess return over the next year? The expected excess return over the next year is? (Round to two decimal places.)