So That's What You Call It
Brandon in the set {Winnipeg, Gillam, Manitoba}.
What is an element (or member) of a set?
A set containing all or some of elements of another set.
What is a subset?
Two or more sets have no elements in common.
What is disjoint?
A sentence that is either true or false.
What is a statement?
This is how A={1, 4, 6, 2, 9} is read.
What is "A is the set whose members (or elements) are 1, 4, 6, 2, and 9?"
A set containing no members/elements.
What is an empty set?
The set of elements belonging to any of two or more sets.
What is the union of sets?
A statement in the form of if--then.
What is a conditional statement?
The symbol is used to denote "belongs to" when placed between an element and the set the element belongs to.
What is an epsilon?
{1, 2, 3, 4, 5} and {2, 1, 5, 4, 3} are examples of these.
What are equal sets?
The set of common elements of two sets.
What is the intersection of two sets?
An altered conditional statement obtained by negating the hypothesis and conclusion of a conditional statement.
What is an inverse statement?
A set is a group of objects that are described by this adjective.
What is distinct?
{1, 2, 3, 4, 5} and {cat, fish, dog, cow, bird} are examples of these.
What are equivalent sets?
The intersection of disjoint sets.
What is the empty set?
An altered conditional statement that is true whenever the original conditional statement is true.
What is a contrapositive statement?
The set of all elements considered part of specified situation.
What is a universal set?
What is the complement of a set?
What is the difference (or subtraction) of sets?
If "Today is Monday" is the hypothesis and "We have a unit review" is the conclusion of a conditional statement, then "If we have a unit review, then today is Monday" is an example of this.
What is a converse statement?