The height of the function for a uniform probability density function f(x):
A) is different for various values of the random variable $X$.
B) is the same for various values of the rand om variable $X$.
C) increases as the values of the random variable $X$ increase.
D) None of these choices are correct.

Question

The height of the function for a uniform probability density function f(x): 
A) is different for various values of the random variable $X$.
B) is the same for various values of the rand om variable $X$.
C) increases as the values of the random variable $X$ increase.
D) None of these choices are correct.

Quizplus · Accepted Answer

A uniform probability density function means that the probability is distributed evenly across all possible values of X. Therefore, the height of the function (which represents the probability density) is the same for all values of X.

The Height of the Function for a Uniform Probability Density XXX

The Height of the Function for a Uniform Probability Density $X$