1. Assume that there are an arbitrarily large number of copies of ten different discrete math books (which we will call titles) for cmsc250. Each student must choose one title as the course text book...
1. Assume that there are an arbitrarily large number of copies of ten different discrete math books (which we will call titles) for cmsc250. Each student must choose one title as the course text book. Assume that the five hundred students taking the course are indistiguishable. You may want to wait until after class on Tuesday to do Parts (e) and (f) (a) How many different ways can the students choose titles? (b) How many different ways can the students choose titles, if each title must be chosen by at least one student? (c) How many different ways can the students choose titles, if Epp must be chosen by at least (d) How many different ways can the students choose titles, if Epp must be chosen by at least e) How many different ways can the students choose titles, if Epp must be chosen by at most (f) How many different ways can the students choose titles, if Epp must be chosen by at most twenty students? twenty students and Rosen must be chosen by at least thirty students? twenty students? twenty students and Rosen must be chosen by at most thirty students?
1. Assume that there are an arbitrarily large number of copies of ten different discrete math books (which we will call titles) for cmsc250. Each student must choose one title as the course text book. Assume that the five hundred students taking the course are indistiguishable. You may want to wait until after class on Tuesday to do Parts (e) and (f) (a) How many different ways can the students choose titles? (b) How many different ways can the students choose titles, if each title must be chosen by at least one student? (c) How many different ways can the students choose titles, if Epp must be chosen by at least (d) How many different ways can the students choose titles, if Epp must be chosen by at least e) How many different ways can the students choose titles, if Epp must be chosen by at most (f) How many different ways can the students choose titles, if Epp must be chosen by at most twenty students? twenty students and Rosen must be chosen by at least thirty students? twenty students? twenty students and Rosen must be chosen by at most thirty students?