A probability distribution is bounded if there are values A and B such that
A)A and B represent the 95% confidence interval.
B)A and B are the mean and standard deviation,respectively.
C)A and B are the mean and variance,respectively.
D)no value can be less than A or greater than B.

Question

Quizplus · Accepted Answer

A probability distribution is considered bounded if it has a defined minimum and maximum value, meaning no value in the distribution can be less than the lower bound (A) or greater than the upper bound (B). This is what choice D describes. Choices A, B, and C refer to statistical measures that do not define the bounds of the distribution itself.

A Probability Distribution Is Bounded If There Are Values a and B