Find the intersection. {2,5,7,10} and {3,6,9}.
I think that the intersection is a empty set.
Is this correct?
Thanks.
Confusing question.
None of the numbers are the same. I think that means you don't have an intersection. Please provide more information if possible.
That is all the information gave. This is why I think the intersection is a empty set.
That's very frustrating. I think empty set is the right answer. Consult your teacher after turning it in. You'll earn bonus points as well as knowing what to do if the question appears on a test! :p
The intersection of two or more sets consists of all those elements found in all sets.
Since in this case, there are no common elements, the intersection is the null set or {}
need help
To find the intersection between two sets, you need to identify the elements that are common to both sets. In this case, the two sets are {2, 5, 7, 10} and {3, 6, 9}.
To find the intersection, you can simply compare the elements of the two sets and identify any common elements.
In this case, we can see that there are no common elements between the two sets. Therefore, the intersection is indeed the empty set, denoted as ∅.
So, your assertion that the intersection is an empty set (∅) is correct.