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Disjoint set
Disjoint sets are those sets whose intersection with each other results in a null set. In Set theory, sometimes we notice that there are no common elements in two sets or we can say that the intersection of the sets is an empty set or null set. This type of set is called a disjoint set.


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Disjoint & Over lapping set# math# vedio


. . overlapping set
The overlapping region of two circles represents the intersection of the two sets. Two circles together represent the union of the two sets. When two sets are disjoint, we can draw the two circles without any overlap. When one set is a subset of another, we can draw its circle inside the circle of the other set.

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intersection of disjoint sets#
Disjoint & Over lapping set# math# vedio


Disjoint set
Disjoint sets are those sets whose intersection with each other results in a null set. In Set theory, sometimes we notice that there are no common elements in two sets or we can say that the intersection of the sets is an empty set or null set. This type of set is called a disjoint set.


. . overlapping set
The overlapping region of two circles represents the intersection of the two sets. Two circles together represent the union of the two sets. When two sets are disjoint, we can draw the two circles without any overlap. When one set is a subset of another, we can draw its circle inside the circle of the other set.


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intersection of disjoint sets#
Disjoint & Over lapping set# math# vedio


Disjoint set
Disjoint sets are those sets whose intersection with each other results in a null set. In Set theory, sometimes we notice that there are no common elements in two sets or we can say that the intersection of the sets is an empty set or null set. This type of set is called a disjoint set.



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. . overlapping set
The overlapping region of two circles represents the intersection of the two sets. Two circles together represent the union of the two sets. When two sets are disjoint, we can draw the two circles without any overlap. When one set is a subset of another, we can draw its circle inside the circle of the other set.

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