Question

Suppose that students enrolled in a discrete mathematics class are a diversity of freshmans, sophomores, and/or juniors. What is the least number of students who must be enrolled to guarantee that there are at least 24 either freshmans, or sophomores, or juniors

Answer 1

Answer:

The values is $Z = 72$

Step-by-step explanation:

    The types of students  n =  3

The least number of student that need to enroll in order to ensure that there is at least 24 of either freshman's, or sophomores, or juniors is mathematically evaluated as

             $Z = 24 * 3$

             $Z = 72$