1.) Consider the set containing all students in this course. For each of the following

sets, determine whether or not the set satisfies the requirements of a Sample Space. For any

set which does not, state all requirements of a Sample Space which that set fails to satisfy,

giving an example of how that requirement is not satisfied. (Note: There is no need for you

to suggest how to "fix" the set, or to replace the set - simply identify what's wrong with the

set and give an example of a student who would not be represented appropriately in the set.)

(a) {plans to write the midterm, expects the final exam to count for 60%}

(b) {dropped Math 1228A last term, never registered in Math 1228 before}

(c) {has taken some Finite Math before, never took a University math course before now}