Sections 5.1-5.3 MATH-138 Statistics Directions: On a separate sheet of paper, write out your solutions to the questions below. Then scan your written work, save it as a PDF file, and submit it on Canvas. Late assignments will receive a grade of zero unless prior arrangements are made with me. This assignment is worth 18 points. 1. According to online resources, about 8% of all males have some color perception defect, most commonly red-green colorblindness. How would you assign random numbers to conduct a simulation based on this percentage? (2 points) 2. Suppose you buy five boxes of cereal. In each box is a picture of a famous athlete. 20% of the cereal boxes contain Michael Phelps, 30% Lamar Jackson, and the rest Elena Delle Donne. Estimate the probability that you end up with a complete set of the pictures. a. Explain how you would use randomly generated numbers to model the likelihood that you end up with a complete set of pictures. (2 points) b. Run 20 trials and create a table of your findings. For your table, use the headings "Trial", "Components", "Outcome". (4 points) For example: