E EmmaBoBemma New member Joined Oct 11, 2011 Messages 2 Oct 11, 2011 #1 There are 140 students, how many different 3 person combinations are possible? You cannot use any combination twice, even switched around.
There are 140 students, how many different 3 person combinations are possible? You cannot use any combination twice, even switched around.
S soroban Elite Member Joined Jan 28, 2005 Messages 5,584 Oct 11, 2011 #2 Hello, EmmaBoBemma! There are 140 students. How many different 3-person committees are possible? Click to expand... This is a straight-forward Combination problem. There are: .\(\displaystyle _{140}C_3 \:=\:\dfrac{140!}{3!\,137!} \:=\:447,\!580\text{ three-person committees.}\)
Hello, EmmaBoBemma! There are 140 students. How many different 3-person committees are possible? Click to expand... This is a straight-forward Combination problem. There are: .\(\displaystyle _{140}C_3 \:=\:\dfrac{140!}{3!\,137!} \:=\:447,\!580\text{ three-person committees.}\)