SOLUTION: If your class has 10 males and 15 females in it, how many different committees consisting of 4 males and 3 females can be chosen? Hints: Order IS NOT important here. Calculate the

Algebra ->  Probability-and-statistics -> SOLUTION: If your class has 10 males and 15 females in it, how many different committees consisting of 4 males and 3 females can be chosen? Hints: Order IS NOT important here. Calculate the      Log On


   



Question 293914: If your class has 10 males and 15 females in it, how many different committees consisting of 4 males and 3 females can be chosen? Hints: Order IS NOT important here. Calculate the combinations of males and females and then total.
Answer by edjones(8007) About Me  (Show Source):
You can put this solution on YOUR website!
Males: nCr=10C4=210
Females: 15C3=455
210*455=95,550 different committees consisting of 4 males and 3 females can be chosen.
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Ed