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(Solved): Let x be a continuous random variable with cumulative distribution function (CDF) F_(x)(x) defined b ...
Let x be a continuous random variable with cumulative distribution function (CDF) F_(x)(x)
defined below
xa=1b=4E[x]a=0b=1P(2 for a=1 and b=4. (5p)
a) Find E[x] for a=0 and b=1. (5p)F_(x)(x)={[0,x
a) Find and sketch probability density function of x. (15p)
b) Find P(2 for a=1 and b=4. (5p)
a) Find E[x] for a=0 and b=1. (5p)