1. In a random sample of 5 parts on an assembly line, the probability that one of the parts is defect is 15% and follows a binomial distribution. What is the probability of no parts being defective?
2. The number of customers at Quiet Morning Bakery is believed to Follow a Poisson distribution with a mean of 2 customers per minute. During a randomly selected one minute interval, what is the probability of 6 customers arriving to the Quiet Morning Bakery?