Solve the Problem $\mathrm { G } = \{$ Allen, Brenda, Chad, Dorothy, Eric, Frances, Gale

Multiple Choice

Solve the problem.
-Given a group of students: $\mathrm { G } = \{$ Allen, Brenda, Chad, Dorothy, Eric, Frances, Gale $\}$ , count the number of different ways of choosing 4 people for a committee. Assume no one can hold more than one office and that each person is to hold a different position on the committee.

A) 5040
B) 840
C) 35
D) 2401