3. A group of seven people consists of four women and three men. From this group, four people will be selected to work as a team on a special project. How many four-person teams can be chosen if the team must contain at least two women?

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Chapter9: Sequences, Probability And Counting Theory
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Problem 18PT: To allocate annual bonuses, a manager must choose his top four employees and rank them first to...
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Could you please help me with this discrete mathematics question. I believe I’m on the right track by doing 4 choose 4 , 4 choose 3 and 4 choose 2 and the Multiplying those results together. I’m just not sure where to go from there
3. A group of seven people consists of four women and three men. From this group, four people
will be selected to work as a team on a special project. How many four-person teams can be
chosen if the team must contain at least two women?
Transcribed Image Text:3. A group of seven people consists of four women and three men. From this group, four people will be selected to work as a team on a special project. How many four-person teams can be chosen if the team must contain at least two women?
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