by Jesse Garcia

jgarcia82028 — 2014-08-11 17:45:51 UTC

Set: a collection of distinct objects

jgarcia82028 — 2014-08-11 17:46:03 UTC

Set Order: the number of things in a collection

jgarcia82028 — 2014-08-11 17:46:15 UTC

Union: of two sets A and B is the collection of points which are in A or in B or in both A and B. In symbols

jgarcia82028 — 2014-08-11 17:46:25 UTC

Intersection: a point or line common to lines or surfaces that intersect.

jgarcia82028 — 2014-08-11 17:46:28 UTC

Intersection: a point or line common to lines or surfaces that intersect.

jgarcia82028 — 2014-08-11 17:46:44 UTC

Venn Diagram: that shows all possible logical relations between a finite collection of sets.

jgarcia82028 — 2014-08-11 17:46:58 UTC

Subset: a part of a larger group of related things.

jgarcia82028 — 2014-08-11 17:59:12 UTC

Proper Subset: of a set $A$ is a subset of $A$ that is not equal to $A$. In other words, if $B$ is a proper subset of $A$, then all elements of $B$ are in $A$ but $A$ contains at least one element that is not in $B$.

jgarcia82028 — 2014-08-11 17:59:23 UTC

Open Set: is an abstract concept generalizing the idea of an open interval in the real line.

jgarcia82028 — 2014-08-11 18:00:03 UTC

Closed Set: is a set whose complement is an open set.

jgarcia82028 — 2014-08-11 18:00:12 UTC

Bracket: it includes the element listed.

jgarcia82028 — 2014-08-11 18:00:37 UTC

Empty Set: null

jgarcia82028 — 2014-08-11 18:00:46 UTC

Cardinality: the number of elements in a set

jgarcia82028 — 2014-08-11 18:01:04 UTC

Alpha-null: an infinite but countable set

jgarcia82028 — 2014-08-11 18:01:14 UTC

Finite: not endless

jgarcia82028 — 2014-08-11 18:01:22 UTC

Infinite: endless

jgarcia82028 — 2014-08-11 18:01:32 UTC

Natural Numbers:the positive integers

jgarcia82028 — 2014-08-11 18:01:42 UTC

Whole Numbers: a number without fractions; an integer.

jgarcia82028 — 2014-08-11 18:01:57 UTC

Integers: a whole number; a number that is not a fraction.

jgarcia82028 — 2014-08-11 18:02:05 UTC

Rational Numbers: that can be found on the number line.

jgarcia82028 — 2014-08-11 18:02:53 UTC

Irrational Numbers: is any real number that cannot be expressed as a ratio of integers.

jgarcia82028 — 2014-08-11 18:03:01 UTC

Real Numbers: are numbers that can be found on the number line.

jgarcia82028 — 2014-08-11 18:03:18 UTC

Imaginary Numbers: is a number that can be written as a real number multiplied by the imaginary unit i

jgarcia82028 — 2014-08-11 18:03:33 UTC

Complex Numbers: are the field of numbers of the form , where and are real numbers and i is the imaginary unit equal to the square root of

jgarcia82028 — 2014-08-11 18:03:56 UTC

Equation: a statement that the values of two mathematical expressions are equal

jgarcia82028 — 2014-08-11 18:04:20 UTC

Expressions: a combination of number and variables in an equation without a equal sign

jgarcia82028 — 2014-08-11 18:04:32 UTC

Application: When you apply something.

jgarcia82028 — 2014-08-11 18:04:52 UTC

Evaluate: To solve the problem

jgarcia82028 — 2014-08-11 18:05:01 UTC

Analyze: examine methodically and in detail the constitution or structure of

jgarcia82028 — 2014-08-11 18:05:10 UTC

Variable: is a quantity that may change within the context of a mathematical problem or experiment.

jgarcia82028 — 2014-08-11 18:05:21 UTC

Unknown: is a number that we do not know.

jgarcia82028 — 2014-08-11 18:05:45 UTC

Symmetric Property: The following property: If if a = b then b = a. This is one of the equivalence properties of equality.

jgarcia82028 — 2014-08-11 18:06:00 UTC

Transitive Property: If a = b and b = c, then a = c. One of the equivalence properties of equality.

jgarcia82028 — 2014-08-11 18:35:02 UTC

Distributive Property : is an algebra property which is used to multiply a single term and two or more terms inside a set of parentheses.

jgarcia82028 — 2014-08-11 18:46:49 UTC

Associative Property: The addition or multiplication of a set of numbers is the same regardless of how the numbers are grouped.

jgarcia82028 — 2014-08-11 18:46:58 UTC

Commutative Property: is a fundamental building block of math, but it only works for addition and multiplication.