SOLUTION: a team of 4 is to be choosen at random from 5 women and 6 men.in how many ways can this be done if a. there are no restrictions. b. there must be more men than women.

SOLUTION: a team of 4 is to be choosen at random from 5 women and 6 men.in how many ways can this be done if a. there are no restrictions. b. there must be more men than women.

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Question 813523: a team of 4 is to be choosen at random from 5 women and 6 men.in how many ways can this be done if
a. there are no restrictions.
b. there must be more men than women.
Answer by tommyt3rd(5050) (Show Source): You can put this solution on YOUR website!
We can use the counting principle:
a) 11 people, choose 4...11*10*9*8=7920
b) more men than women means 3 men... (6*5*4)(5*4)=2400
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