Question
Please help me with Question 16. What formula can we use to calculate Variance when we...
Please help me with Question 16.
What formula can we use to calculate Variance when we already know Expected Return?



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P16 - Stock : E(r) = (0.10 x 0.25) + (0.15 x 0.12) + (0.50x0.04) + 60.25 × (-0.4) = 0.083 org. 30% 3.8% * Bond E(r)(0.10% 0.09) + (0.15x0.07) +(0,5 x 0.05) +0.25 0.03) Corporate = 0.0520 5.20% * Government band: E(W) = (0.10 x 0.08) + (015 *0.96) +(.5 x 0.04)+ (0.25 X0.02) = 0.0420 = 4.2%
Answers
de Ron Ras - Porticeless STOCK - Corpoate Bonds Cort. Bonds Prob. das (darlx Prob. Enviroment Prob. a Re de: Rs - Rs Prob. ad dco Ree-RB da B). Boom 0.10 125 21.7 47.089 3.8 1.444 13.8 1.444 Stable growth 0.486 0.15 | 12 8.7 11.3535 0.486 1.8 1.8 Stagent 0.50 | 4 ot 0.245 -0.2 0.02 0.02. Recession 0.25 -12 -15.3 585225 -2 .2 1.21 119.21 3.16 Rg = Already colculated RGB² 4.21 1.21 3 3.16 1.00 = 3.32 RCB = Already dlaltd -5.2016 ا ا ا ا ل ل ل ل ل ل ل ل ل Standard deviation of • Stock - Se prob. x(ds)² 3 = 11117.21 = 10.8263 Varionce i . Stocks E Prob. xas) = 117.21 Corpool. Bord- {Prob. xld cg) - 3.16 •Gout. Boud - E prob.+ (dag} = 3.16 Corporate Bond - Veprob.x (des)? o = √3.16 Considering the fish spoturn trade off the choice of Investment shell be Corporate Bond s. = 1.777 لله Govern madbands Eprob.x (dos" o √ 3.16 Reason: High Average Rote & Return and at the some time low std.deviation dewabon (ie. Ask associated). = 1.777
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