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Evaluate the following permutation combination: P(8,2)
56
C(10,r)=210
4
C(n,4)=70
8
C(9,r)=126
5
C(N, 3)=165
11
Is C(10,3) equal to C(10, 7)?
YES
Evaluate the following combination notation: C(9,2)
36
Distinguishable Permutation
________ is a type of permutation that can be distinguished from one another. Usually words are being used as examples.
Distinguishable Permutation
is the arrangement of objects considering the order of the objects.
Permutation
refers to the product of all positive integers less than or equal to a particular positive integer.
Factorial
Circular Permutation
is the total number of ways in which n distinct objects can be arranged around a fix circle.
Circular Permutation
Linear Permutation
is a type of permutation where the arrangement of objects is in a form of a line or in a row.
Linear Permutation
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