In this Project. the goals are: I Determining which distribution is appropriate to use for a given question I Determining which distribution is used by analyzing graphs. I Writing your own question for a given distribution and solving that question. Part One: Determining which distribution is appropriate to use for a given question A. For each question below. determine which probability distribution would be the most appropriate to use. B. Write a MatLab script in order to solve the question using the probability distribution you chose. C. Change the function you used in your script to a different probability distribution and compare the results. What happens when you choose the wrong distribution? Provide a reason for the outcome? {Pieose o'o notsoy because the distribution was incorrect;i 1. Medical professionals use this distribution to model the probability that a certain number of patients will experience side effects as a result of taking new [DVD-19 vaccines. For example. suppose it is known that 5% of adults who take a certain CDVID~19 vaccine have negative side effects. Find the probabilitythat more than a certain number of patients in a random sample of 1 DD will experience negative side effects. 1. Medical professionals use this distribution to model the probability that a certain number of patients will experience side effects as a result of taking new COVID-19 vaccines. For example, suppose it is known that 5% of adults who take a certain COVID-19 vaccine have negative side effects. Find the probability that more than a certain number of patients in a random sample of 100 will experience negative side effects. i. P(X > 5 patients experience side effects) = ii. P(X > 10 patients experience side effects) = iii. P(X > 15 patients experience side effects) = **(Hint: This is the probability distribution that is used to model the probability that a certain number of "successes" occur during a certain number of trials.) 2. Website hosting companies use this distribution to model the number of expected visitors per hour that websites will receive. For example, suppose a given website receives an average of 20 visitors per hour. Find the probability that the website receives more than a certain number of visitors in a given hour: i. P(X > 25 visitors) = ii. P(X > 30 visitors) = iii. P(X( > 35 visitors) = **(Hint: This is the probability distribution that is used to model the probability that a certain number of events occur during a fixed time interval when the events are known to occur independently and with a constant mean rate.) 3. It has been said the most computer programs spent an average of 17 hours writing a code for their projects. If we are told the mean is 17 hours with a standard deviation of 2 hours, what is the probability of the following:3. It has been said the most computer programs spent an average of 17 hours writing a code for their projects. If we are told the mean is 17 hours with a standard deviation of 2 hours, what is the probability of the following: i. P(13 12.83) = iii. P(X