The life of a certain type of battery, BBB hours, is normally distributed with a mean of 120 hours and a standard deviation of 16 hours.
Find P(B>144)P(B > 144)P(B>144).
Find the value of kkk such that P(B<k)=0.15P(B < k) = 0.15P(B<k)=0.15.
Ben is preparing for a 12-hour recording session. Given that the battery has already been in use for 144 hours,
find the probability that the battery will not run out before the session is completed.