Consider the following data for a one-factor market. All portfolios are well diversified. X - E(r) =
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Question:
Consider the following data for a one-factor market. All portfolios are well diversified.
X - E(r) = 0.12; Beta = 1.2
Y - E(r) = 0.06; Beta = 0.0
Suppose that another portfolio, portfolio Z, is well diversified with a beta of .6 and an expected return of 8%. Would an arbitrage opportunity exist? If so, what would be the arbitrage strategy?
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