There are 6 jobs with distinct difficulty levels, and 3 computers with distinct processing speeds. Each job is assigned to a computer such that: • The fastest computer gets the toughest job and the slowest computer gets the easiest job. • Every computer gets at least one job. The number of ways in which this can be done is 65

There are 6 jobs with distinct difficulty levels, and 3 computers with

1.	There are 6 jobs with distinct difficulty levels, and 3 computers with distinct processing speeds. Each job is assigned to a computer such that: • The fastest computer gets the toughest job and the slowest computer gets the easiest job. • Every computer gets at least one job. The number of ways in which this can be done is 65
Answer» There are 6 jobs with distinct difficulty levels, and 3 computers with distinct processing speeds. Each job is assigned to a computer such that: • The fastest computer gets the toughest job and the slowest computer gets the easiest job. • Every computer gets at least one job. The number of ways in which this can be done is 65