- #1
jatin89
- 1
- 0
1)A[itex]\cup[/itex](A[itex]\cap[/itex]B)
2)A[itex]\cap[/itex](A[itex]\cup[/itex]B)
2)A[itex]\cap[/itex](A[itex]\cup[/itex]B)
A Venn diagram is a visual representation of sets and their relationships to each other. It consists of overlapping circles or other shapes that depict the elements that are common or unique to each set.
A∪(A∩B) is the union of set A and the intersection of sets A and B. This means that it includes all elements that are in either set A or in both sets A and B.
A∩(A∪B) is the intersection of set A and the union of sets A and B. This means that it includes only the elements that are in both set A and in either set A or set B.
To read a Venn diagram, you start by identifying the sets represented by the circles or shapes. Then, you look at the overlapping areas to see which elements are common to the sets. The non-overlapping areas represent elements that are unique to each set.
Venn diagrams are useful because they provide a visual representation of sets and their relationships, making it easier to understand and compare the elements in different sets. They are commonly used in mathematics, statistics, and other scientific fields to analyze data and solve problems.