SOLUTION: There are 5 women and 4 men in a club, a team of 4 has to be chosen. How many different teams can be chosen if there must be either exactly one woman or exactly two women on the te
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-> SOLUTION: There are 5 women and 4 men in a club, a team of 4 has to be chosen. How many different teams can be chosen if there must be either exactly one woman or exactly two women on the te
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Question 1115154: There are 5 women and 4 men in a club, a team of 4 has to be chosen. How many different teams can be chosen if there must be either exactly one woman or exactly two women on the team? Answer by math_helper(2461) (Show Source):
You can put this solution on YOUR website! 1. If one woman is on the team: 5C1*4C3 = 5*4 = teams can be formed
2. If two women are on the team: 5C2*4C2 = 10*6 = teams can be formed
For the number of teams with one or two women, just add the two results.
