Mathematics, 20.09.2019 16:10, Bayabbay8380
Give an example of set a with |a| = 5 and two disjoint partitions s1and s2ofa with |s1| = |s2|= 3.
Answers: 2
has 5 elements (which is denoted as |A|=5). A partition of A is kind of like distributing the elements of A into as many sets as you want, without leaving any set empty (formally it's just a collection of nonempty disjoint subsets of A whose union is all of A).
we distribute the elements of A into three sets, resulting with the sets 
(so basically 1 and 2 are in their own sets, and 3,4,5 are all in another set). This partition is made then of 3 sets (since we distributed the elements of A into this three sets), and so 
we distribute the elements of A into three sets also, resulting with the sets 
(so basically 4 and 5 are in their own sets, and 1,2,3 are all in another set). This partition is made then of 3 sets (since we distributed the elements of A into this three sets), and so 
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Give an example of set a with |a| = 5 and two disjoint partitions s1and s2ofa with |s1| = |s2|= 3....
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