classroom, and you need to form a team of 5 people. How many teams are possible in each case below: (a) All team members should be of the same gender (It should be either all male, or all female) (b) The team should contain both genders (There should be at least one male and one female in a team) Can I get a solution for this problem?
Hi, I am asking the answer for a question from the textbook 'A First Course in Probability, Global Edition, 10th edition'. Bartleby already provides solutions for this book but Problem 1.18P from chapter 1 is different with what I found. The problem 1.18 that I found in the text book is:
There is 12 male and 9 female in a classroom, and you need to form a team of 5 people. How many teams are possible in each case below:
(a) All team members should be of the same gender (It should be either all male, or all female)
(b) The team should contain both genders (There should be at least one male and one female in a team)
Can I get a solution for this problem? (Maybe there needs an update for Bartleby's problem 1.18P description for this textbook...)
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