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Mean of x =0.15 Mean of y= 0.12 Variance of x= 0.20 Variance of y=0.25 Covariance of x and y= -0.2 Now assume that you
Mean of x =0.15
Mean of y= 0.12
Variance of x= 0.20
Variance of y=0.25
Covariance of x and y= -0.2
Now assume that you form the following new variable:
u=0.5x+3
V=2y+0.5
Obtain:
Mean of u=
Mean of v=
Variance of u=
Variance of v=
Covariance of u and v=
Correlation between u and v=
Variance of portfolio invested 40% in u and remaining in v
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