The answers are 1. Intersection, 2. complement, 3. Union, 4. finite set, 5. disjoint sets, 6. proper subset, and 7. subset.
A set is a collection of clearly - defined unique items. The term "well-defined" applies to a property that makes it simple to establish whether an entity actually belongs to a set. The term 'unique' denotes that all the objects in a set must be different.
It is given that:
The definition of the terminology of sets:
From the definition of the sets:
1. A set containing elements in common for all sets being considered.
Intersection
2. The elements in the universe that are not in the set
complement of a set
3. A set containing all elements of all sets being considered.
union of sets
4. Any set whose elements can be counted
finite set
5. Sets that have no common elements, whose intersection is { }.
disjoint sets
6. A set that contains only elements found in another set
proper subset
7. A subset that does not contain every element in another set
subset
Thus, the answers are 1. Intersection, 2. complement, 3. Union, 4. finite set, 5. disjoint sets, 6. proper subset, and 7. subset.
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