Download Absolute Value Acute Angle Adjacent Angles

Absolute Value
WORD:
DEFINITION: The
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distance from zero, distance is always
positive.
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DEFINITION: Angle
than
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but less
.
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function whose rule contains an absolute
value expression.
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Alternate Exterior Angles
in the same plane that have a common
vertex and common side.
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Alternate Interior Angles
two lines cut by a transversal, a pair of
angles that lies on opposite sides of the transversal and
outside the other two lines.
DEFINITION: For
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DEFINITION: Angles
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DEFINITION: For
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Adjacent Angles
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that measures greater than
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DEFINITION: A
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Acute Angle
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Absolute Value Function
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two lines cut by a transversal, a pair of
nonadjacent angles that lie on opposite sides of the
transversal and between the other two lines.
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Arithmetic Sequence
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DEFINITION: a
Associative Property
sequence whose successive terms have a
common difference (like a linear function).
DEFINITION: (a+b)+c=a+(b+c)
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Asymptote
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and (a*b)*c=a*(b*c)
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Axis of Symmetry
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DEFINITION: a
line that a graph gets closer to as the value of DEFINITION: a line that divides a figure into two congruent
a variable becomes extremely large or extremely small.
halves.
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Biased Question
DEFINITION: a
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question that leads people to give a certain
answer.
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Biased Sample
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DEFINITION: a
sample that does not fairly represent the
population.
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Binomial
DEFINITION: a
polynomial with two terms.
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Boundary Line
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DEFINITION: to
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DEFINITION: a
DEFINITION: a
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Coefficient
DEFINITION: the
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method of showing data that utilizes the
median, minimum, maximum, and quartiles.
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number that is multiplied by a variable.
divide into two congruent parts.
Box and Whisker Plot
line that divides a coordinate plane into two
half-planes.
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Bisect
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Common Difference
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DEFINITION: in
an arithmetic sequence, the nonzero constant
difference between any term and the pervious term.
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Common Ratio
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DEFINITION: in
Commutative Property
a geometric sequence, the constant ratio of
any term to the previous term.
DEFINITION: a+b=b+a
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Complementary Angles
DEFINITION: two
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angles whose measure have a sum of
.
and a*b=b*a
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Completing the Square
DEFINITION: a
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Complex Fraction
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DEFINITION: a
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DEFINITION: a
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add
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Composite Figure
fraction that contains one or more fractions
within the numerator and/or denominator.
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process used to form a perfect-square
trinomial. to complete the square of
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figure made up of multiple shapes.
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.
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Compound Interest
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Compound Inequality
earned or paid on principal and
previously earned or paid interest.
DEFINITION: two
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DEFINITION: interest
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three-dimensional figure with one vertex and
one circular base.
DEFINITION: having
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DEFINITION: a
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value that does not change.
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the same size and shape, denoted with
.
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Constant
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Congruent
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DEFINITION: a
inequalities that are combined into one
statement.
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Cone
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Coordinate Plane
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DEFINITION: a
plane formed by the intersection or a
horizontal number line and a vertical number line.
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Correlation
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DEFINITION: the
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description of the relationship between two
data sets.
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Cube (geometric)
DEFINITION: a
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DEFINITION: for
two lines cut by a transversal, a pair of
angles that lie on the same side of the transversal and on
the same side of the other two lines.
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rectangular prism with six congruent square
Corresponding Angles
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Cube (numeration)
DEFINITION: a
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number raised to the third power.
faces.
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Cube Root
DEFINITION: a
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number, written
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, whose cube is x.
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Cylinder
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DEFINITION: a
three-dimensional figure with two parallel,
congruent circular bases connected by a curved lateral
surface.
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Dependent Events
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DEFINITION: events
Dependent Variable
for which the occurrence or
nonoccurrence of one even affects the probability of the
other event.
DEFINITION: the
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Degree of a Polynomial
DEFINITION: the
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polynomial.
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Discriminant
output of a function; a variable whose
value depends on the value of the input, or independent
variable.
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highest power of the variable in a
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Difference of Two Squares
DEFINITION: a
polynomial of the form
written as the product
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DEFINITION: the
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which may be
.
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Domain
discriminant of a quadratic equation
is
; it tells how many real
solutions the quadratic function will have.
DEFINITION: the
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set of all inputs/x-values of a relation or
function.
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Element/Entry
DEFINITION: each
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Experimental Probability
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DEFINITION: the
ratio of the number of times an event
occurs to the number of trials an activity/experiment is
performed.
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Exponent
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method of solving systems of equations in
which one variable is eliminated by adding or
subtracting two equations of the system.
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set with no elements.
Elimination Method
DEFINITION: a
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Empty Set
DEFINITION: a
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member in a set or matrix.
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DEFINITION: the
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Exponential Decay
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number that indicates how many times the
base is used as a factor.
exponential function of the form
in which
. is the initial value and is the
decay factor.
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DEFINITION: an
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Exponential Function
DEFINITION: a
function of the form
are real numbers,
,
, and
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, where
.
and
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DEFINITION: an
in which
factor.
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exponential function of the form
. is the initial value and is the growth
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Factoring
Exponential Growth
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Fibonacci Sequence
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process of writing a number of algebraic
expression as a product of factors.
in
which each term is the sum of the two previous terms. Named for
thirteenth century mathematician Leonardo Fibonacci.
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DEFINITION: the
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First Quartile
DEFINITION: the infinite sequence of numbers
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DEFINITION: the
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median of the lower half of a data set,
denoted Q1. Also called “lower quartile.”
DEFINITION: a
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FOIL
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memory device for multiplying two
binomials. FIRST, OUTSIDE, INSIDE, LAST.
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Function
WORD:
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DEFINITION: a
Function Notation
relation in which every domain value is
paired with exactly one range value.
DEFINITION: if
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Geometric Sequence
is the independent variable and is the
dependent variable, then the function notation for is
, which reads “
.”
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sequence in which the ratio of successive
terms is a constant , called the common ratio, where
.
DEFINITION: the
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Independent Events
side opposite the right angle in a right
triangle. The longest side of any right triangle.
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DEFINITION: events
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Independent Variable
for which the occurrence or
nonoccurrence of one event does not affect the
probability of the other events.
DEFINITION: the
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Hypotenuse
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DEFINITION: a
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input in a function; a variable whose value
determines the value of the output, or dependent
variable.
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Inequality
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DEFINITION: a
statement that compares two expressions by
using one of the following signs:
.
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Irrational Number
DEFINITION: The relation formed when the independent variable is
exchanged with the dependent variable in a given relation. The
inverse may or may not be a function. Graphed by reflecting
across the line
.
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DEFINITION: a
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Inverse
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Line of Best Fit
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real number that cannot be expressed as the
ratio of two integers.
line that comes closest to all of the points in
a data set. Also called the least-squared line; found
using regression.
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Linear Function
DEFINITION: the
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DEFINITION: a
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Linear Regression
function that can be written in the form
!
where is the independent variable, and !
and are real numbers. The graph is a straight line.
DEFINITION: a
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statistical method used to find a linear model
to a data set.
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Mapping Diagram
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DEFINITION: a
diagram that shows the relationship of
elements in the domain to elements in the range of a
relation or function.
DEFINITION: a
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Maximum Value of a Function
DEFINITION: the
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y-value of the highest point on the graph of
a function.
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Midpoint
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DEFINITION: the
rectangular array of elements.
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Measure of Central Tendency
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DEFINITION: a
measure that describes the center of a data
set (mean, median, mode).
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WORD: Minimum
point that divides a segment into two
congruent segments.
DEFINITION: the
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Matrix
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Value of a Function
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y-value of the lowest point on the graph of
a function.
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DEFINITION: a
counting number
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%
&
any nonzero real number
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and any integer
data sets have no correlation if there is no
relationship between the sets of values.
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Parabola
data value that is far removed from the rest
of the data. found by 1.5*Interquartile Range above and
below the Interquartile range.
DEFINITION: the
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DEFINITION: two
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DEFINITION: a
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No Correlation
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Outlier
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data sets have a negative correlation if one
set of data values increases as the other set decreases.
.
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Negative Correlation
DEFINITION: two
.
Negative Exponent
#$
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DEFINITION: for
",
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Natural Number
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shape of the graph of a quadratic function.
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Parallel Lines
DEFINITION: lines
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Perfect Square
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in the same plant that do not intersect.
DEFINITION: a
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number whose positive square root is a whole
number.
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Plane
DEFINITION: a
flat surface that has no thickness and extends
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forever.
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Polynomial
DEFINITION: an
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DEFINITION: the
point-slope form of a linear equation is
!
%
% , where ! is the slope and
% % is a
point on the line.
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expression having two or more algebraic
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Point-Slope Form
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terms.
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Population
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DEFINITION: the
entire group of objects or individuals
considered for a survey or sample.
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Positive Correlation
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Power of a Power Property
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data sets have a positive correlation if both DEFINITION: if is any nonzero real number and ! and "
$
$
sets of data values increase.
are integers, then
.
DEFINITION: two
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Power of a Product Property
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and are any nonzero real numbers and "
$
$ $
is any integer, then
.
DEFINITION: if
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Probability
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WORD: Power
of a Quotient Property
DEFINITION: if
and
is any integer, then
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WORD:
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are any nonzero real numbers and "
' $
'&
&
.
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Power of Powers Property
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number from 0 to 1 that is the measure of
how likely an event is to occur.
is any nonzero real number and ! and "
$
$
are integers, then
.
EXAMPLE(S):
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DEFINITION: a
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DEFINITION: if
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WORD: Product Property of Square Roots
DEFINITION: For
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,
DEFINITION: an
.
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.
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Quadratic Equation
WORD:
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and
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Quadratic Function
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function whose standard form is written
where
()* are real numbers and
The graph is a parabola.
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and
.
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Quadratic Formula
DEFINITION: the formula
# +
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, #-'.
which gives solutions, or
roots, of a quadratic equation in standard form.
EXAMPLE(S):
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DEFINITION: a
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a right triangle has legs of lengths
and a hypotenuse of length , then
WORD:
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DEFINITION: if
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equation that can be written in the form
where
()* are real numbers and
Pythagorean Theorem
WORD:
'
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Quartile
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DEFINITION: the
median of the upper and lower half of a set
. of data. First Quartile (Q1) and Third quartile (Q3).
EXAMPLE(S):
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Quotient of Powers Property
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Quotient Property of Square Roots
is any nonzero real number and ! and "
'&
#$
.
are integers, then /
DEFINITION: For
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DEFINITION: if
and
'
WORD:
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Radical Symbol
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,0
'
'
.
COUNTEREXAMPLE(S):
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Radicand
symbol
used to denote a root. The
symbol is used alone to indicate a square root or with an
&
to indicate the nth root.
index
DEFINITION: the expression under a radical sign.
EXAMPLE(S):
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DEFINITION: the
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Range of a Function
DEFINITION: the
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set of all y-value.
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exponent that can be expressed as
! and " are integers, then
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Rational Exponent
DEFINITION: an
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/
&
&
.
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$
when
WORD:
Rational Number
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WORD:
'
DEFINITION: a
where
number that can be written in the form ,
and are integers and
.
EXAMPLE(S):
WORD:
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Real Number
Rationalizing the Denominator
DEFINITION: a
method of rewriting a fraction by multiplying
by another fraction that is equivalent to 1 in order to
remove radical terms from the denominator.
EXAMPLE(S):
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WORD:
DEFINITION: a
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product of reciprocals is 1.
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Residual
DEFINITION: for a real number
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DEFINITION: the
, the reciprocal of
%
is . The
'
COUNTEREXAMPLE(S):
Sample Space
signed vertical distance between a data
point and a line of fit.
DEFINITION: the
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Reciprocal
rational or irrational number. Every point on
the number line represents a real number.
COUNTEREXAMPLE(S):
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set of all possible outcomes of a probability
experiment.
COUNTEREXAMPLE(S):
WORD:
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Scale Factor
DEFINITION: the
multiplier used on each dimension to
change one figure into a similar figure.
DEFINITION: a
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Sequence
DEFINITION: a
list of terms (usually numbers) that form a
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patter.
EXAMPLE(S):
WORD: Solution
graph with points plotted to show a possible
relationship between two sets of data.
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of a System of Equations
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DEFINITION: any
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Slope-Intercept Form
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DEFINITION: the slope-intercept form of a linear equation is
!
, where ! is the slope and
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WORD: Solution
ordered pair(s) that satisfies all the
equations in a system.
DEFINITION: any
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Scatter Plot
WORD:
is the y-intercept.
COUNTEREXAMPLE(S):
of a System of Inequalities
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ordered pairs that satisfy all the
inequalities in a system.
COUNTEREXAMPLE(S):
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Solution Set
WORD:
DEFINITION: the
set of values that make a statement true.
WORD: Standard Form of a Linear Equation
WORD: Standard
COUNTEREXAMPLE(S):
Form of a Polynomial
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WORD: Standard Form of a Quadratic
polynomial when the terms are in order from
greatest degree to least degree.
DEFINITION:
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WORD:
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Substitution Method
COUNTEREXAMPLE(S):
Equation
DEFINITION: a
1 ()* 2 are real numbers
DEFINITION:
and
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1
2 where
()* 1 are not both 0.
numbers and
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WORD:
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13
.
2
, where
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1 ()* 2 are real
COUNTEREXAMPLE(S):
Surface Area
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DEFINITION: a
method used to solve systems of equations for DEFINITION: the total area of all faces and curved surfaces
one variable and substituting the resulting expression
of a three-dimensional figure.
into the other equation(s).
EXAMPLE(S):
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System of Linear Equations
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DEFINITION: a
System of Linear Inequalities
system of equations in which all of the
equations are linear.
DEFINITION: a
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Third Quartile
system of inequalities in which all of the
inequalities are linear.
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DEFINITION: the
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Transformation
median of the upper half of a data set,
denoted Q3. Also called “upper quartile.”
DEFINITION: a
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Trend Line
WORD:
COUNTEREXAMPLE(S):
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Trinomial
line on a scatter plot that helps show the
correlation between data sets more clearly.
DEFINITION: a
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change in the position, size, and/or shape of a
figure (rotation, reflection, translation, dilation).
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DEFINITION: a
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polynomial with three terms.
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Unit Rate
WORD:
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DEFINITION: a
Vertex of a Parabola
rate in which the second quantity in the
comparison is one unit.
DEFINITION: the
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Vertical Angles
DEFINITION: the
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lines
EXAMPLE(S):
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X-Intercept
DEFINITION: the
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DEFINITION: a
test used to determine whether a relation is a
function. if any vertical line crosses the graph of a
relation more than once, the relation is not a function.
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axis.
COUNTEREXAMPLE(S):
Vertical Line Test
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point(s) where the graph intercepts the x-
maximum or minimum point on the
parabola.
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nonadjacent angles formed by intersecting
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Y-Intercept
DEFINITION: the
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point(s) where the graph intercepts the y-
axis.
COUNTEREXAMPLE(S):
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COUNTEREXAMPLE(S):
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Zero Exponent
DEFINITION: for
any nonzero real number ,
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4
WORD:
.
Zero of a Function
DEFINITION: for
the function , any number
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such that
.
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DEFINITION:
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WORD:
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DEFINITION:
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DEFINITION:
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WORD:
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DEFINITION:
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