SOLUTION: the coach of the chess team needs to choose 4 members of the chess club to represent the school at the district chess competition if there are 10 chess club members how many ways a
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Question 1034057: the coach of the chess team needs to choose 4 members of the chess club to represent the school at the district chess competition if there are 10 chess club members how many ways are there for the coach to choose the 4 team members ( in no particular order)
You can put this solution on YOUR website! Choosing 4 members from a 10-member team can be represented by:
10!/4!(10-4)!
which equals:
10x9x8x7x6!/4x3x2x6!=210
So, 210 different ways of choosing a team!!!!!!!
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