kathrynag said:Ok, I just realized the smallest = [tex]\oslash[/tex], right?
Yes, which raises the question, "What was the problem, really?"kathrynag said:Ok, I just realized the smallest = [tex]\oslash[/tex], right?
HallsofIvy said:Yes, which raises the question, "What was the problem, really?"
The largest possible intersection between two sets, D and E, is when the two sets are identical. In other words, when D and E have the exact same elements.
Yes, there is a limit to how large the intersection between two sets can be. The limit is equal to the size of the smaller set between D and E.
No, the largest intersection between two sets cannot be infinite. This is because both sets have a finite number of elements, and the intersection can only include elements that are present in both sets.
The smallest possible intersection between two sets, D and E, is when the two sets have no elements in common. In other words, when the intersection is an empty set.
No, the smallest intersection between two sets cannot have negative elements. This is because the intersection only includes elements that are present in both sets, and negative elements are not present in either set.