La Trobe Home / 2022-STM2EPS(BE-2/BU-2) / Online Final Exam / STM2EPS Final Exam Part 2a Note: While this question continues the scenario introduced in an earlier question, make sure you are using only the information provided below to answer this question. Suppose that the manager of the spaceport Aurora_80 orbiting Earth in the year 2050 uses a Poisson distribution to model the number of shipping containers arriving at a specific bay at the docks during the busiest time of the day. Let A denote the number of containers arriving per hour and now assume that X ~ POIS(29). Suppose you observe the specific bay during the busiest time of the day for one hour, and count the number of containers arriving. Suppose that we would like to use the Normal distribution to approximate the probability that less than or equal to 29 containers arrive during this hour. To compute this approximation in R, the appropriate code would be in the form: pnorm (a, b, c) where a, b and c denote the first three default arguments for the function, respectively. Using the information provided above, you will need to determine the appropriate values for a, b and c. Once you have determined these values, fill out the following boxes. Round your answers to three decimal places where relevant. a. The number in position a should be: (1 mark) b. The number in position b should be: (1 mark) c. The number in position c should be: (1 mark) Next pa to search O 99+ CP 19.C GUS