A random variable x is know to be uniformly distributed between 1.0 and 1.5 P(1.0 £ x £ 1.25)
A amclaxton New member Joined Nov 24, 2006 Messages 2 Nov 24, 2006 #1 A random variable x is know to be uniformly distributed between 1.0 and 1.5 P(1.0 £ x £ 1.25)
pka Elite Member Joined Jan 29, 2005 Messages 11,976 Nov 25, 2006 #3 If X is uniform in [a,b] then \(\displaystyle \L P(a \le c \le X \le d \le b) = \frac{{d - c}}{{b - a}}.\)
If X is uniform in [a,b] then \(\displaystyle \L P(a \le c \le X \le d \le b) = \frac{{d - c}}{{b - a}}.\)
A amclaxton New member Joined Nov 24, 2006 Messages 2 Nov 25, 2006 #4 random variable no there is no question. I just have to compute the probability
tkhunny Moderator Staff member Joined Apr 12, 2005 Messages 11,339 Nov 25, 2006 #5 You're just not paying attention in class. The distribution is Uniform. It is the simplest that can be devised. It is defined on 1 < x < 1½ You want 1 < x < 1¼ You MUST see that. If you cannot, you are in the wrong class, sorry.
You're just not paying attention in class. The distribution is Uniform. It is the simplest that can be devised. It is defined on 1 < x < 1½ You want 1 < x < 1¼ You MUST see that. If you cannot, you are in the wrong class, sorry.
