Mike, a DJ at a high school radio station, need to play two or three more songs before the end of the
school dance. If each composition must be selected from a list of the 10 most popular songs of the
year how many unique song schedules are available for the remainder of the dance, if the songs
cannot be repeated ?
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For this question, we will use the Fundamental Counting Principle. We can have either two-song lists or three-song lists. We will count them separate an add. Notice that having the same songs in different orders count as different playlists, according to this setup.
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