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Please Help! A regulation soccer team has 11 players who play four positions: goalkeeper, forward, midfield, and defense. A coach wants to form a team to participate in a city soccer tournament that will have 1 goalkeeper, 4 defensive players, 3 midfielders, and 3 forward scorers. For these positions, he is choosing from 2 players, 5 players, 5 players, and 4 players, respectively. How many different possible teams can be formed, if the choices are independent of each other?

User MeV
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1 Answer

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Answer:

400

Step-by-step explain

goalies =2

defenders=5

midfielders= 10

forwards=4

multiply them and then get 400

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User SimpleSi
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