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within a group of n people, the number of possible handshakes,N, is given by N=1/2(n^2-n). How many handshakes are possible at a meeting if 30 people are present?
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can't be
i'm lost
somewhere along the lines of, 420,870,465,435
N = (30^2-30)/2 = (900 - 30)/2 = 870/2 = 435 Handshakes
thank you sir!
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Sorry, read it wrong at first
no problem
I prefer to write it as \[_{30}C_{2} \text{ or }{30\choose 2}\]
Yeah...but
my calculator has a built in function ncr(30,2)=435 quick and easy
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Isn't that nice?
I don't know where you got the 2 though
there are 30 people...pick 2 at a time to shake hands where order does not matter.
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