Let suppose the following

Using the Binomial Distribution:

An early-warning detection system for car malfunctions consists of three independent and identical units. Each unit has a probability of .95 of successfully detecting a malfunction. When a vehicle starts to break down, the random variable of interest is X, the number of units that do not detect the malfunction. By checking the 5 properties discusses in the lecture, determine if X is a binomial random variable? If so, specify the parameters n and p.