Solution: | ||||
Stock A if you want your portfolio to return 17% | $105,000 | |||
Working Notes: | ||||
Expected return of porfolio = Weighted average return of individual assets | ||||
let W be the weight invested in Stock A , so weight of investment in B is (1-W) | ||||
Expected return of porfolio = Weighted average return of individual assets | ||||
ErP = W x rA + (1-W) x rB | ||||
17% = W x 20% + (1-W) x 10% | ||||
17% = 20% W + 10% - 10% W | ||||
7% = 10% w | ||||
W = 7/10 | ||||
W=0.70 | ||||
W =70% | ||||
Amount invested in stock A = 70% x $150,000 | ||||
Amount invested in stock A =$105,000 | ||||
Amount invested in stock B =$150,000 - $105,000 | ||||
Amount invested in stock B =$45,000 | ||||
Please feel free to ask if anything about above solution in comment section of the question. |
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