Determine whether the given information is consistent with a probability distribution. If not, say why.
$P ( A ) = 0.7$ ; $P ( B ) = 0$ ; $P ( A \cap B ) = 0$

Name: Determine whether the given information is consistent with a probability distribution. If not, say why. $P ( A ) = 0.7$ ; $P ( B ) = 0$ ; $P ( A \cap B ) = 0$
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Question

Determine whether the given information is consistent with a probability distribution. If not, say why.
​ $P ( A ) = 0.7$ ; $P ( B ) = 0$ ; $P ( A \cap B ) = 0$

Quizplus · Accepted Answer

The Answer of Determine whether the given information is consistent with a probability distribution. If not, say why.
​ $P ( A ) = 0.7$ ; $P ( B ) = 0$ ; $P ( A \cap B ) = 0$

Determine Whether the Given Information Is Consistent with a Probability P(A)=0.7P ( A ) = 0.7P(A)=0.7

Determine Whether the Given Information Is Consistent with a Probability $P ( A ) = 0.7$