A store features 5 varieties of mustard. If you want 2 types on your sandwich, how many possibilities are there?
Assume that getting types A and B is the same as getting types B and A.
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Answer is 0 5 C 2 = 1 0 .
How exactly do combinations work? Afraid I've forgotten.
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0
5
C
2
=
2
!
(
5
−
2
)
!
5
!
=
2
×
3
!
1
2
0
=
6
6
0
=
1
0
.
Remember this?
Why not 20?
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Putting Mustard X and Mustard Y together is the same as putting Mustard Y and Mustard X together.
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Is it a fluke that n(n-1)/2 works here?