Tell whether each situation is a permutation or combination. then solve. 1.how many ways can 10 students line up for lunch?
order matters, so you would use a permutation
if order didn't matter, then you would use a combination
Ironically, a combination lock for a locker is actually a permutation lock since order matters. Ex: the "combination" 1-19-23 is really a permutation since order matters and that's not the same as 19-1-23 So unfortunately this adds a lot of confusion
if each student is unique, then it would be a permutation. However, if each student is just considered the same as every other student, then it would be a combination.
So because you're using a permutation, you would use this formula n P r = (n!)/((n-r)!) where in this case, n = 10 and r = 10
Thanks! Will answer the questions first then I'll let you guys check. Is it okay?it's my firs time here
yes
yes that's a great idea so what did you get for this one?
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