Suppose a continuous random variable X has the following CDF:: F(x) = 1 - 1/ (x+1)4, x > 0. Find SX (x), survival function? a 1/(x+1)4, x < 0 b -1/(x+1)4, x > 0 c (x+1)4, x > 0 d 1/(x+1)4, x > 0
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Suppose a continuous random variable X has the following CDF::
F(x) = 1 - 1/ (x+1)4, x > 0.
Find SX (x), survival
We have given,
A continuous random variable has the following CDF:
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