What is the probability that a bomber survived 2 missions assume the events are independent?

To determine the probability that a bomber survived 2 independent missions, you would need the survival probability for a single mission, denoted as ( p ). If the bomber survives each mission with probability ( p ), then the probability of surviving 2 missions is ( p \times p = p^2 ). Thus, the final probability of survival for 2 missions is ( p^2 ).