f(x)={C,a≤x≤b0,a for some constant C. In this case we write U∼ Uniform (a,b) or just U∼U(a,b).10 - 1 - 1 - 7. [4 pts]
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f(x)={C,a≤x≤b0,a for some constant C. In this case we write U∼ Uniform (a,b) or just U∼U(a,b).10 - 1 - 1 - 7. [4 pts]
f(x)={C,a≤x≤b0,a for some constant C. In this case we write U∼ Uniform (a,b) or just U∼U(a,b).10 - 1 - 1 - 7. [4 pts] Suppose U∼U(0,1). Find P(U>x∣U>y) for any 0<y<x<1 P(u>x∣u⟩y)=P(u>y)P(u>x,u⟩y)xignave (u>x)=P(u)P(u>y)
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