How many ways can you pick a president, vice president and secretary from a group of six boys and five girls if there must be only one girl chosen?
First I calculated 11P5 = 990, and now I'm kind of stuck. How should I implement the restriction stated in the qeustion? If I subtract 6P3 (120) from the answer, I'm assuming that this will give me the answer to so that there are at LEAST one girl chosen right? How can I find the answer if "only one girl" is chosen? Thanks a lot.
First I calculated 11P5 = 990, and now I'm kind of stuck. How should I implement the restriction stated in the qeustion? If I subtract 6P3 (120) from the answer, I'm assuming that this will give me the answer to so that there are at LEAST one girl chosen right? How can I find the answer if "only one girl" is chosen? Thanks a lot.