Dwayne's boss gives him his first assignment. It involves analyzing two Canadian Telecom companies Telus and Rogers. Telus stock is currently trading at sixty-five dollars per share. Economic forecasts show that price of Telus shares will be fifty-three dollars if there is a recession, seventy-three dollars if the economy is normal and eighty-five dollars if the economy is booming. The probability of a recession, normal and booming economy is twenty, sixty and twenty percent respectively. Due to the COVID pandemic, dividends had been suspended for Telus and as a result the beta for this company is 0.68. On the other hand, Rogers Communication has continued paying its dividend and as such has an expected retum of thirteen percent, a standard deviation of thirty-four percent and a beta of 0.45. The correlation between Telus and Rogers is 0.48. Finally, Dwayne is told that the market portfolio has a beta of 1 and a standard deviation of fourteen percent The boss asks Dwayne for the following (a) Use the Capital Asset Pricing model to determine the expected return and standard deviation of Telus stock. (b) Building a portfolio of sixty percent investment in Telus and forty percent in Rogers communication what would the following be for this portfolio: Expected return Standard deviation Beta for the portfolio What would the Beta be for this portfolio if the investment was split into 80% Government T-Bills (no risk) and 10% for Telus and 10% for Rogers Communication stock 1 11 111 IV Dwayne's boss gives him his first assignment. It involves analyzing two Canadian Telecom companies Telus and Rogers. Telus stock is currently trading at sixty-five dollars per share. Economic forecasts show that price of Telus shares will be fifty-three dollars if there is a recession, seventy-three dollars if the economy is normal and eighty-five dollars if the economy is booming. The probability of a recession, normal and booming economy is twenty, sixty and twenty percent respectively. Due to the COVID pandemic, dividends had been suspended for Telus and as a result the beta for this company is 0.68. On the other hand, Rogers Communication has continued paying its dividend and as such has an expected retum of thirteen percent, a standard deviation of thirty-four percent and a beta of 0.45. The correlation between Telus and Rogers is 0.48. Finally, Dwayne is told that the market portfolio has a beta of 1 and a standard deviation of fourteen percent The boss asks Dwayne for the following (a) Use the Capital Asset Pricing model to determine the expected return and standard deviation of Telus stock. (b) Building a portfolio of sixty percent investment in Telus and forty percent in Rogers communication what would the following be for this portfolio: Expected return Standard deviation Beta for the portfolio What would the Beta be for this portfolio if the investment was split into 80% Government T-Bills (no risk) and 10% for Telus and 10% for Rogers Communication stock 1 11 111 IV