1. Colorblind. By some estimates, about 10% 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 statistic?
2. Geography. An elementary school teacher with 25 students plans to have each of them make a poster about two different states. The teacher first numbers the states (in alphabetical order, from 1-Alabama to 50-Wyoming), then uses a random number table to decide which states each kid gets. Here are the random digits:
45921 01710 22892 37076
a) Which two state numbers does the first student get?
b) Which two state numbers go to the second student?