Coach Tab will select 3 girls and 3 boys for
the mix volleyball games. If he has 7 girls
and 8 boys on the pool, how many different
combinations can he have?
C73⋅C83=7!3!4!⋅8!3!5!=5•6•7•6•7•86•6=5•7•7•8=1960.C_7^3\cdot C_8^3=\frac{7!}{3!4!}\cdot \frac{8!}{3!5!}=\frac{5•6•7•6•7•8}{6•6}=5•7•7•8=1960.C73⋅C83=3!4!7!⋅3!5!8!=6•65•6•7•6•7•8=5•7•7•8=1960.
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