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Binomial coefficient
(
(
k
n
)
)
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Mathematics
Area of mathematics
Combinatorics
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Words: 132
Articles: 6
The
binomial coefficient
(
k
n
)
=
k
!
(
n
−
k
)!
n
!
(2)
counts the
k
-element subsets of an
n
-element set. Equivalently, it counts strings containing
k
copies of one symbol and
n
−
k
copies of another.
Table of contents
132
6
Pascal's identity
Binomial coefficient
5
Central binomial coefficient
Binomial coefficient
15
Multinomial coefficient
Binomial coefficient
22
Binomial theorem
Binomial coefficient
62
2
Binomial theorem for commuting matrices
Binomial theorem
30
Alternating binomial-square sum
Binomial theorem
12
Ancestors
(4)
Combinatorics
Area of mathematics
Mathematics
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(5)
Binomial coefficient
Solution
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