b) If a collection of objects consists of r, identical objects of type I, r, identical objects of type 2, r, identical objects of type K; where r,+r,+ r,n then prove that the total number of different n! arrangements of these n objects is

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b) If a collection of objects consists of r, identical objects of type 1, r
identical objects of type 2, - r, identical objects of type K; where
r,+r,+ +r, n then prove that the total number of different
n!
arrangements of these n objects is
!xr,!x.xr,!
Transcribed Image Text:b) If a collection of objects consists of r, identical objects of type 1, r identical objects of type 2, - r, identical objects of type K; where r,+r,+ +r, n then prove that the total number of different n! arrangements of these n objects is !xr,!x.xr,!
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