Ch 06 Risk and Return
96. Dixon Food’s stock has a beta of 1.4, while Clark Café’s stock has a beta of 0.7. Assume that the risk-free rate, rRF, is
5.5% and the market risk premium, (rM − rRF), equals 4%. Which of the following statements is CORRECT?
If the market risk premium increases but the risk-free rate remains unchanged, Dixon’s required return will
increase because it has a beta greater than 1.0 but Clark’s required return will decline because it has a beta less
than 1.0.
Since Dixon’s beta is twice that of Clark’s, its required rate of return will also be twice that of Clark’s.
If the risk-free rate increases while the market risk premium remains constant, then the required return on an
average stock will increase.
If the market risk premium decreases but the risk-free rate remains unchanged, Dixon’s required return will
decrease because it has a beta greater than 1.0 and Clark’s will also decrease, but by more than Dixon’s
because it has a beta less than 1.0.
If the risk-free rate increases but the market risk premium remains unchanged, the required return will increase
for both stocks but the increase will be larger for Dixon since it has a higher beta.
FMTP.EHRH.17.06.07 – LO: 6-7
United States – BUSPROG: Analytic
United States – AK – DISC: Risk and return
United States – OH – Default City – TBA
TYPE: Multiple Choice: Conceptual
97. Stock X has a beta of 0.6, while Stock Y has a beta of 1.4. Which of the following statements is CORRECT?
Stock Y must have a higher expected return and a higher standard deviation than Stock X.
If expected inflation increases but the market risk premium is unchanged, then the required return on both
stocks will fall by the same amount.
If the market risk premium declines but expected inflation is unchanged, the required return on both stocks
will decrease, but the decrease will be greater for Stock Y.
If expected inflation declines but the market risk premium is unchanged, then the required return on both
stocks will decrease but the decrease will be greater for Stock Y.
A portfolio consisting of $50,000 invested in Stock X and $50,000 invested in Stock Y will have a required
return that exceeds that of the overall market.