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Symmetric Difference: The set of elements which are in either of the sets and not in their intersection.

Less than or equal to: Indicates one quantity is smaller than or equal to another.

Empty set: The set that contains no elements.

Addition: Represents the operation of adding two or more quantities.

Subtraction: Represents taking one quantity away from another.

Greater than or equal to: Indicates one quantity is larger than or equal to another.

Inequality: Indicates that two expressions do not represent the same value.

Set Braces: Used to enclose the elements of a set.

Element of: Indicates an element belongs to a set.

Less than: Indicates that one quantity is smaller than another.

Division: Represents an operation that divides a number by another.

Not a subset: Indicates that one set is not completely contained within another set.

Not an element of: Indicates an element does not belong to a set.

Multiplication: Represents the operation of scaling one quantity by another.

Intersection: The set containing all the elements common to the given sets.

Equality: Indicates that two expressions represent the same value.

Union: The set containing all the elements of the given sets.

Subset: Indicates that all elements of one set are contained in another set.

Subset or equal to: Indicates a set is either a proper subset or equal to another set.