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Math 120 Sets

Across
Number of distinct elements; denoted by n(A) or sometimes |A|
Set of all elements that are in both sets; taking what the two sets have in common.
Sets that have the same cardinality ; can be put in one-to-one correspondence
If each element in one set can be paired with exactly one element of another set and each element of the second set can be paired with exactly one element of the first set.
If an object can be objectively decided if it belongs to a set or not
Any collection of objects
If all elements of set 1 are in set 2 ( equal or not ) the set 1 is said to be a ______ of set 2.
Member of a set. These are separated by commas within a set.
Down
If set 1 and set 2 have the same exact members, then these sets are said to be ________.
Add the number of elements of set 1 to the number of elements of set 2, then subtract the number of elements that set 1 and set 2 have in common.
A set is __________ if it has no elements or a natural cardinal number.
Putting together a set that has all the elements in set 1 or set 2 (or both).
All the elements in the universal set that do not belong to a set.
For a set with n elements; 2^n
A way to describe a set by listing all its members.
Given a Venn diagram, this set would include all the members inside all the regions.
Taking the compliment of the union or the intersection of two sets
This set, call it set 1, must first be a subset of another set, call it set 2, but not equal to set 2. set 1 is said to be a ________ _______ of set 2.
Whether dealing with 1, 2 or 3 sets, this is a visual illustration of the sets and regions showing the elements themselves or the number of elements in each of the regions or sets.