The C.D.F. (cumulative density function) of the random variable X is given by,
F(x)= [0, x<0
x/2, 0<=x<1
2/3, 1<=x<2
11/12, 2<=x<3
1, 3<=x]
a) Find P(X>1/2)
b) Find P(2<X<=4)
c) Find P(X=1)
Does anyone know how to approach this?
The C.D.F. (cumulative density function) of the random variable X is given by,
F(x)= [0, x<0
x/2, 0<=x<1
2/3, 1<=x<2
11/12, 2<=x<3
1, 3<=x]
a) Find P(X>1/2)
b) Find P(2<X<=4)
c) Find P(X=1)
Does anyone know how to approach this?