An academic building consists of three floors. There are 10 offices on each floor including 3 corner offices. If there are 15 faculties in the department out of which 4 of them preferred corner offices, in how many ways can you assign offices to all faculties that agree with their preference?
An academic building consists of three floors. There are 10 offices on each floor including 3 corner offices. If there are 15 faculties in the department out of which 4 of them preferred corner offices, in how many ways can you assign offices to all faculties that agree with their preference?
Chapter8: Sequences, Series,and Probability
Section: Chapter Questions
Problem 40CT: There are 10 applicants for three sales positions at a department store. All of the applicants are...
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An academic building consists of three floors. There are 10 offices on each floor including 3 corner offices. If there are 15 faculties in the department out of which 4 of them preferred corner offices, in how many ways can you assign offices to all faculties that agree with their preference?
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