Statistics Assignment Help With Sets And Elements Of Sets

2.3 Sets And Elements Of Sets

A set is defined as the collection or aggregate of all possible objects. The objects comprising a set are called elements or points of the set.

2.3.1 Operation on sets:

The union of two given sets A and B, denoted by, is defined as a set consisting of all possible points which belong to either A or B or both. Thus symbolically,

The intersection of two sets A and B, denoted by , is defined as a set consisting of all those elements which belong to both A and B, thus symbolically,

If A and B have no common point, that is , then the sets A and B are said to be disjoint, mutually exclusive or non – overlapping.

The relative difference of a set A from another set B, denoted by A – B is defined as a set consisting of those elements of A which do not belong to B. symbolically,

The complement or negative of any set A, denoted by is a set containing all elements of the universal set S, that are not elements of A, that is

Email Based Homework Help in Sets And Elements Of Sets

To Schedule a Sets And Elements Of Sets tutoring session Live chat
To submit Sets And Elements Of Sets assignment click here.

Following are some of the topics in Theory Of Probability in which we provide help: