The relationship between the expected value and the standard deviation of a normal distribution can have useful practical application. Which one of the following best describes such a practical application?

Select one:

A$.$ Selecting which risk management technique would be most appropriate for a particular loss exposure

B$.$ Determining a maintenance schedule for equipment that could become dangerous if it were to fail

C$.$ Identifying whether a particular loss exposure is high$-$frequency and low$-$severity, or high$-$severity and low frequency

D$.$ Predicting when losses, such as physical damages losses to an automobile fleet, are likely to occur