Which conditional statement is represented by the Venn diagram below?

Three vertices

Triangle

O

A. If a shape is a triangle, then it does not have three vertices

O

B. If a shape is a triangle, then it has three vertices

O

C. If a shape does not have three vertices, then it is a triangle

O

D. If a shape has three vertices, then it is a triangle

Option B

Step-by-step explanation:

Step 1:

Option A does not represent the Venn diagram because it specifies that the triangle does not have 3 vertices which is not true

Step 2:

Option B is the conditional statement which is represented by the Venn diagram because a triangle has 3 corners or vertices and 3 lines or edges.

Step 3:

The statement in option 3 and 4 is not represented by the Venn diagram as it is not the definition of a triangle