Problem #PRU-100583

Problems Discrete Mathematics Combinatorics

Problem

John’s dad is setting the table for a family dinner. He has \(13\) plates, all in different sizes. He will pick \(5\) plates, and then the largest will be for himself, the second largest for his wife, the third largest for John’s sister Dorothy, the fourth largest for John and the smallest will be for John’s little brother Louie. In how many ways can John’s father set the table?