“Cry wolf” effect in air traffic controlling. Researchers

Chapter 10, Problem 32E

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QUESTION:

“Cry wolf” effect in air traffic controlling. Researchers at Alion Science Corporation and New Mexico State University collaborated on a study of how air traffic controllers respond to false alarms ( Human Factors , Aug. 2009). The researchers theorize that the high rate of false alarms regarding midair collisions leads to the “cry wolf” effect, i.e., the tendency for air traffic controllers to ignore true alerts in the future. The investigation examined data on a random sample of 437 conflict alerts. Each alert was first classified as a “true” or “false” alert. Then, each was classified according to whether or not there was a human controller response to the alert. The number of the 437 alerts that fall into each of the combined categories is given as follows: True alert/No response–3; True alert/Response–231; False alert/No response–37; False alert/ Response–166. This summary information is saved in the ATC file. Do the data indicate that the response rate of air traffic controllers to midair collision alarms differs for true and false alerts? Test using \(\alpha\ =\ .05\). What inference can you make concerning the “cry wolf” effect?

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QUESTION:

“Cry wolf” effect in air traffic controlling. Researchers at Alion Science Corporation and New Mexico State University collaborated on a study of how air traffic controllers respond to false alarms ( Human Factors , Aug. 2009). The researchers theorize that the high rate of false alarms regarding midair collisions leads to the “cry wolf” effect, i.e., the tendency for air traffic controllers to ignore true alerts in the future. The investigation examined data on a random sample of 437 conflict alerts. Each alert was first classified as a “true” or “false” alert. Then, each was classified according to whether or not there was a human controller response to the alert. The number of the 437 alerts that fall into each of the combined categories is given as follows: True alert/No response–3; True alert/Response–231; False alert/No response–37; False alert/ Response–166. This summary information is saved in the ATC file. Do the data indicate that the response rate of air traffic controllers to midair collision alarms differs for true and false alerts? Test using \(\alpha\ =\ .05\). What inference can you make concerning the “cry wolf” effect?

ANSWER:

Step 1 of 2

Null Hypothesis (Ho): The response rate of air traffic controllers to midair collision arms does not differ for true and false alerts.

Alternative Hypothesis (Ha): The response rate of air traffic controllers to midair collision arms differs for true and false alerts.

Expected frequency = (Sum of rows *Sum of columns)/Overall total

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