A student does not want to be late to take a morning exam. The student sets three alarms. The probability that each alarm will work is 0.75 (i.e., the probability that alarm 1 works is 0.75, the probability that alarm 2 works is 0.75, and the probability that alarm 3 works is 0.75). What is the probability that the student will wake up late because all three alarms malfunctioned. Assume that the alarms are independent of each other. A student does not want to be late to take a morning exam. The student sets three alarms. The probability that each alarm will work is 0.75 (i.e., the probability that alarm 1 works is 0.75, the probability that alarm 2 works is 0.75, and the probability that alarm 3 works is 0.75). What is the probability that the student will wake up late because all three alarms malfunctioned. Assume that the alarms are independent of each other. 0.0026 0.4219 0.0156 0.75 0.5781