Questions: What conclusions can you reach about average dwell time of incidents? Select all that apply. A. Less than 35% of the incidents are detected after 31 days or more. B. Most of the incidents are detected after 31 days. C. More than 35% of the incidents are detected after 31 days or more. D. Most of the incidents are detected in less than 31 days.

Solution Steps

The question asks about the average dwell time of incidents and provides four statements (A, B, C, D) related to the percentage of incidents detected after or before 31 days. The task is to determine which of these statements are correct based on the given information.

• Statement A: Less than \(35\%\) of the incidents are detected after 31 days or more.
  This implies that the proportion of incidents detected after 31 days is below \(35\%\).

• Statement B: Most of the incidents are detected after 31 days.
  This implies that more than \(50\%\) of the incidents are detected after 31 days.

• Statement C: More than \(35\%\) of the incidents are detected after 31 days or more.
  This implies that the proportion of incidents detected after 31 days is above \(35\%\).

• Statement D: Most of the incidents are detected in less than 31 days.
  This implies that more than \(50\%\) of the incidents are detected before 31 days.

Without specific data, we cannot definitively determine which statements are correct. However, based on typical scenarios in incident detection:

• If the majority of incidents are detected quickly, Statement D is likely correct.
• If less than \(35\%\) of incidents are detected after 31 days, Statement A is correct.
• If more than \(35\%\) of incidents are detected after 31 days, Statement C is correct.
• Statement B is unlikely to be correct unless the data shows that most incidents are detected after 31 days, which is uncommon in many real-world scenarios.

Final Answer