Since the statement "If you live in Florida, then you live in the United States" implies that living in Florida is a subset of living in the United States, we can create a Venn diagram with two overlapping circles.
One circle can represent the set of people living in Florida, and the other circle can represent the set of people living in the United States. The overlap between the circles represents the intersection of both sets, indicating that the individuals in this region fulfill both conditions (living in Florida and living in the United States).
Here is a simple representation of the Venn diagram:
United States
______________________________
| |
| Florida |
|____________________|
In this Venn diagram, all individuals in the "Florida" circle are also included in the "United States" circle. However, there might be individuals in the "United States" circle who do not live in Florida.
Given the conditional: If you live in Florida, then you live in the United States.
Make a Venn diagram to illustrate the conditional
1 answer
1 answer