4. For p1,2 = 1 we have R2 =aR1+bfora>0. If the risk is 0 then
compute the expected return.
5. Under the assumption that CJ1 ~ CJ2 and p1,2 <>
CJ1 ( CJ1 - P1,2CJ2) 1
Smin = 2 2
(J1 +(J2 - 2p1,2CJ1 CI2
6. If E is the error in the best linear predictor of an assetaiwith respect
to the market portfolio, show thatCov(RM,E) = 0.
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