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Posted: **Thu Jul 14, 2022 4:51 pm**

: Task 3 A Random Vector X Y Has A Continuous Distribution With A Density Function F X Y C X0 For 0 X 2 Max 0 1 X Y 1 (11.18 KiB) Viewed 43 times

Task 3. A random vector (X,Y) has a continuous distribution with a density function f(x,y)={c⋅x0 for 0≤x≤2,max(0,1−x)≤y≤2− otherwise. where e>0 is a constant. Compute the variance of a Y conditioned on X=1.5, i.e., Var(Y∣X=1.5).

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Task 3. A random vector (X,Y) has a continuous distribution with a density function f(x,y)={c⋅x0​ for 0≤x≤2,max(0,1−x)≤y

Task 3. A random vector (X,Y) has a continuous distribution with a density function f(x,y)={c⋅x0​ for 0≤x≤2,max(0,1−x)≤y

Task 3. A random vector (X,Y) has a continuous distribution with a density function f(x,y)={c⋅x0 for 0≤x≤2,max(0,1−x)≤y

Task 3. A random vector (X,Y) has a continuous distribution with a density function f(x,y)={c⋅x0 for 0≤x≤2,max(0,1−x)≤y