Step-by-step explanation:
Given;
We are given two sets A and B with the elements as indicated in the attached image.
Required;
We are required to find the union of sets A and B.
Solution;
The union of two sets is given as the elements contained in set A, in set B and the intersection of both.
The elements of set A are;

The elements of set B are;

The intersection of both sets are:

Taking all elements common to both sets A and B including the intersection, we now have the union of both sets;
ANSWER:

The first option is the correct answer.