Given the following data for a stock: beta = 1.4; risk-free rate = 3%; market rate of return = 13%; and expected rate of return on the stock = 15%. Then the stock is:
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below the Security Market Line |
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on the Security Market Line |
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above the Security Market Line |
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it cannot be determined |
You own a portfolio of two stocks, O and Q. Stock O is valued at $4,000 and has an expected return of 10.5 percent. Stock Q has an expected return of 18.7 percent. What is the expected return on the portfolio if the portfolio total value is $5,000?
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11.73 percent |
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10.92 percent |
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12.14 percent |
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13.03 percent |
Cornel Co. has a beat of 1.4. If the risk-free rate is 3% and the market return is 12%, what is its cost of equity assume CAPM?
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18.0% |
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16.5% |
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15.6% |
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17.6% |
Question 1
using Capital Asset Pricing Model
Required Return = Rf + b ( Rm – Rf )
Where,
Rf – Risk free return = 3%
b – Beta = 1.4
Rm – Expected return on market portfolio = 13%
Required Return = 3+1.4*(13-3)
= 3+14
= 17.00%
expected rate of return on the stock = 15%
expected rate of return on the stock = 15% < Required Return =17%, stocks are below the Security Market Line
Note: As per HomeworkLib guidlines we are mandated to answer only the 1st one when multiple questions are posted.
Given the following data for a stock: beta = 1.4; risk-free rate = 3%; market rate...