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**Venn Diagram Templates**

For those of who do not understand what is meant by a Venn diagram, we have provided a material related to Venn diagram – what it is, what its functions are, its elements, and also examples of the diagrams.

**Definition of Venn Diagram**

A **Venn diagram** is like a medium to express a set using images. This method was first introduced by an English mathematician, named John Venn. Venn diagram can be defined as a diagram in which there are all possible logical relationships and hypotheses from a set of objects

**Elements of a Venn Diagram**

A Venn diagram consists of several elements. The first element is the Universe, which is symbolized by S letter written in the upper left corner of a rectangular image. The second element is the curves. Every other set discussed (other than the empty set) is represented by a circle or a closed curve. The next element is the dots. Each member of the set is indicated by a dot and the set member is written next to the dot.

**Conditions of the sets**

The first condition is the intersecting set. It occurs when there are members of set A which also become the members of set B. Set A which intersects with set B can be written A∩B.

The next condition is separated. Sets A and B are said to be mutually independent if there are no members of the set A and B that are the same. Set A is separated from the set B can be written as A // B.

The third set is subsets. Set A can be said as a subset of set B if all members of set A are members of set B. If all set B’ members happen to be the same as those of set A, it will become the same set. So it can be said that set A is equal to set B. This same set can be written A = B.

**Templates**

After knowing the definition, elements, and conditions that may occur in a Venn diagram, you may want to start making it yourself. But if you still find it confusing, you can take a look at the examples that we have provided. You can simply download the **Venn diagram templates** that we offer. The templates come with different conditions representing the intersecting, separated, and the same sets. After downloading the templates, you will find that drawing a Venn diagram is not a hard thing, actually.

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