3. Consider the following scenarios. For each scenario, decide if it follows a Binomial or a Poisson distribution and explain. Next, calculate the corresponding probability. 1. A bag contains 6 red and 3 black chips. One chip is selected, its color is recorded, and it is returned to the bag. This process is repeated until 5 chips have been selected. What is the probability that one red chip was selected? 2. A rm that rents tools out generally receives 2 requests for a oor sander each day and maintains two oor sanders available for rent. What is the probability that the rm can meet the demand for oor sanders tomorrow? 3. A dangerous stretch of road has, on average, 65 accidents per year. What is the probability that during a given week there will be no accidents. (There are 52 weeks in a year.) 4. While crossing a bridge the probability that a car will be punctured is 0.00005. During a given day, 10,000 cars cross the bridge. What is the probability that at least one car will be punctured