The mean of any uniform probability distribution is
A) (b - a)/2
B) (a + b)/2
D) n$\pi$

Name: The mean of any uniform probability distribution is A) (b - a)/2 B) (a + b)/2 D) n$\pi$
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Question

The mean of any uniform probability distribution is
A) (b - a)/2 
B) (a + b)/2 
D) n$\pi$

Quizplus · Accepted Answer

The mean of a uniform probability distribution is the average of the maximum and minimum values of the distribution. Therefore, the formula for the mean of a uniform distribution is:
Mean = (Maximum value + Minimum value)/2
This formula gives us the answer of (a + b)/2. Therefore, the correct choice is B.

The Mean of Any Uniform Probability Distribution Is A) (B π\piπ

The Mean of Any Uniform Probability Distribution Is
A) (B $\pi$