Customers at a gas station in either decide to fill up their gas tank or not and suppose the any customer's decision is independent of the other customer's decisions. The gas station measures the probability that a customer decides to fill up their gas tank as 0.60 A. Find the probability that at least 2 of the next 8 customers will fill up gas tank. (2 points) B. Find the probability that at most 2 of the next 10 customers will NOT fill up the tank. (2 points) C. Find the expected value and variance of the next 100 customers filling up the tank. (4 points) D. What statement/assumption in the question allows you to utilize the distribution that you chose? (2 point)