The random variable X is the number of vehicles to pass by a certain point on a rural stretch of road between 11 p.m. and midnight. State whether or not X follows a Poisson probability distribution. If not, state why not. (Select all that apply.) X follows a Poisson probability distribution. X does not follow a Poisson probability distribution because the cars passing by the point are not random. X does not follow a Poisson probability distribution because the cars passing by the point are not independent. X does not follow a Poisson probability distribution because the cars passing by the point are not uniformly distributed between 11 p.m. and midnight. 16. [-/1 Points] DETAILS OSINTROBUSSTAT1 4.4.084.HW. MY NOTES ASK YOUR TEACHER PRACTICE ANOTHER A manufacturer of Christmas tree light bulbs knows that 7% of its bulbs are defective. Find the probability that a string of 100 lights contains most eight defective bulbs using both the binomial and Poisson distributions. (Round your answers to four decimal places.) binomial distribution Poisson distribution