How many ways can 5 basketball players be chosen from a group of 10?

How many ways can five basketball players be chosen from a group of ten?

ANSWER: You can have 252 starting teams of five from a group of 10 players.

How many ways can a basketball team of 5 players in any position be chosen from 8 players Brainly?

How many ways can a basketball team of 5 players in any position be chosen from 8 players? A. 40,320.

How many can 5 basketball players be chosen from a group of eight?

How many can five basketball players be chosen from a group of eight? – Math Questions. You are choosing 5 players from 15 available players. This is a combinations problem, and the formula for the answer is 15C5 = 15!/((15–5)!

How many different ways can a basketball team of 5 players be chosen from a group of 11 players?

55 440 different groups of 5 players.

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How many ways can 4 persons be arranged in a straight line?

A group of 4 people are standing in a straight line. In how many different ways can these people be standing on the line? The answer is 24.

How many ways can a basketball team of 5 players?

The number of ways of selecting a team of five is 10 5 = 252.

How many ways can a team of 10 basketball players be chosen from 12 players?

In how many ways can a team of 10 basketball players be chosen from 12 players? 87.

How many basketball teams of 5 players can be made from a total of 15 players?

So for a team of 5 you get 15×14×13×12×11 different ways of picking = 360,360. possible combinations. This is a permutation question since order matters, positions in the line-up matter (as stated each player can play any position) so we can use any of the 15 players in any of the 5 positions to be filled.

How many ways can you split 8 players into two teams of 4 players each?

Because the order of the teams themselves does not matter, we must divide by 4! = 24, the number of different orders we can put the four teams in, because all 24 different orders are in fact the same set of teams. So the answer is 2520/4! = 105.

How many ways can a basketball team of 3 players be chosen from 8 players?

I’m going to work with 8 choose 3 since it is easier. 6 ways. = 8!/[3!

How many ways can 5 basketball players be chosen from a group of 9 players?

Answer Expert Verified

9P5 = 9!/(9 – 5)!

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