Let X be a continuous random variable uniformly distributed on the interval (0,b). The density function of X is given by:
1/b for 0<x<b,
0 otherwise
If 0<a<x<b, evaluate the conditional probability P(X less than or equal to x|X>a).
Let X be a continuous random variable uniformly distributed on the interval (0,b). The density function of X is given by:
1/b for 0<x<b,
0 otherwise
If 0<a<x<b, evaluate the conditional probability P(X less than or equal to x|X>a).