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Is miguel’s claim correct? yes, the two events are independent because p(nf|pb) = p(nf). yes, the two events are independent because p(pb|nf) = p(nf). no, the two events are not independent because p(pb|nf) ≠ p(pb). no, the two events are not independent because p(pb|nf) ≠ p(nf).

Respuesta :

Miguel’s claim is correct Yes, the two events are independent because P(NF | PB) is equal to P(NF) which is 3/4.

What is an independent event?

The two events are said to be Independent events if the occurrence of events is not dependent.

We have the given data;

                    Paperback           Hardcover      Total

Fiction            20                        10                      30    

Nonfiction     60                        30                     90

Total              80                        40                     120

The two events will be independent if both are the same.

P(NF | PB) = 60/80 = 3/4

P(NF) = 90/120 = 3/4

Thus, the two events are independent

Learn more about Independent events;

https://brainly.com/question/13488890

annschuler0

Answer:

The answer will be A - Yes, the two events are independent because P(NF|PB) = P(NF).

Step-by-step explanation:

Hope this helped!

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