Question #201613



Determine whether the distribution represents a probability distribution. If not, identify any requirements that are not satisfied.



Expert's answer



The probabilities are given in the second column of the above table :

0.031,0.156,0.313,0.313,0.156,0.0310.031,0.156,0.313,0.313,0.156,0.031


Add all probabilities :


0.031+0.156+0.313+0.313+0.156+0.031=10.031+0.156+0.313+0.313+0.156+0.031=1

The table describes the probability distribution, because all the individual probabilities are between 0 and 1, and the sum of the probabilities is equal to 1.


Answer: This is a probability distribution.

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