Chapter 6, Problem 1: Compute the abnormal rates of return for the following stocks during period t (ignore differential systematic risk).
ARit = Rit – Rmt
Stock B11.5% – 4.0% = 7.5%
Stock F10.0% – 8.5% = 1.5%
Stock T14.0% – 9.6% = 4.4%
Stock C12.0% – 15.3% = (3.3%)
Stock E15.9% – 12.4% = 3.5%
Chapter 6, Problem 2: Compute the abnormal rates of return for the five stocks in Problem 1 assuming the following systematic risk measures (betas).
ARit = Rit – (beta)Rmt
Stock B11.5% – (.95)4.0% = 7.7%
Stock F10.0% – (1.25)8.5% = (0.63%)
Stock T14.0% – (1.45)9.6% = 0.08%
Stock C12.0% – (0.70)15.3% = (0.53%)
Stock E15.9% – (-0.30)12.4% = 19.62%
Chapter 7, Problem 1: Compute the expected rate of return E(Ri) for Lauren Labs.
0.10*-0.20 = -0.02
0.15*-0.05 = -0.1
0.20*0.10 = 0.02
0.25*0.15 = 0.0375
0.20 *0.20 = 0.04
0.10*0.40 = 0.04
-0.02 – 0.1 + 0.02 + 0.0375 + 0.04 + 0.04 = 0.0175 or 1.75% expected rate of return.
Chapter 7, Problem 2: What is the expected rate of return for your common stock portfolio?
$15,000 + $17,000 + $32,000 + $23,000 + $7,000 = $94,000 total portfolio value
StockMarket ValueWeight of Stock
Disney$15,0000.1596
Starbucks$17,0000.1809
Harley Davidson$32,0000.3404
Intel$23,0000.2447
Walgreens$7,0000.0744
StockMarket ValueWeightERRWeighted ERR
Disney$15,0000.15960.140.0223
Starbucks$17,0000.1809-0.04-0.0072
H-D$32,0000.34040.180.0612
Intel$23,0000.24470.160.0392
Walgreens$7,0000.07440.120.0089
0.0223 – 0.0072 + 0.0612 + 0.0392 + 0.0089 = 0.1244 or 12.44% total expected rate of return of the common stock portfolio.
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