Questions: Given that P(E)=0.9, what must be true about the event E? Select the best answer. The event E is impossible. The event E is possible but not likely. The event E is probable but not certain. This is not a valid probability. The event E is certain.

Given that P(E)=0.9, what must be true about the event E? Select the best answer. The event E is impossible. The event E is possible but not likely. The event E is probable but not certain. This is not a valid probability. The event E is certain.
Transcript text: Given that $P(E)=0.9$, what must be true about the event $E$ ? Select the best answer. The event E is impossible. The event $E$ is possible but not likely. The event $E$ is probable but not certain. This is not a valid probability. The event $E$ is certain.
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Solution

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Solution Steps

Step 1: Determine the Nature of the Event

Given that the probability of event EE, P(E)P(E), is 0.9, we analyze its nature. Since 0<P(E)=0.9<10 < P(E) = 0.9 < 1, the event EE is ^likely^.

Final Answer:

The event EE is ^likely^ based on its probability value P(E)=0.9P(E) = 0.9.

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