Suppose A = a speeding violation in the last year and B = a cell phone user while driving. If A and B are independent then P(A ∩ B) = P(A)P(B). A ∩ B is the event that a driver received a speeding violation last year and also used a cell phone while driving. Suppose, a study was conducted and the following data were gathered   Speeding Ticket NOT Speeding Ticket Cell Phone User 25 13 Cell Phone NOT user 29 23   What is the Test Statistic to test the Null Hypothesis H0 : Being a cell phone user while driving and receiving a speeding violation are independent events against the alternative hypothesis  Ha : Being a cell phone user while driving and receiving a speeding violation are dependent events?

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Suppose A = a speeding violation in the last year and B = a cell phone user while driving. If A and B are independent then P(A ∩ B) = P(A)P(B). A ∩ B is the event that a driver received a speeding violation last year and also used a cell phone while driving. Suppose, a study was conducted and the following data were gathered

  Speeding Ticket NOT Speeding Ticket
Cell Phone User 25 13
Cell Phone NOT user 29 23

 

What is the Test Statistic to test the Null Hypothesis H0 : Being a cell phone user while driving and receiving a speeding violation are independent events against the alternative hypothesis  Ha : Being a cell phone user while driving and receiving a speeding violation are dependent events?

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