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Column Matrix

Dilation

Element

Equal Matrix

A matrix that has only one column.

A transformation in which a geometric figure is enlarged or r…

Each value in a matrix.

Two matrices that have the same dimensions and each element o…

Column Matrix

A matrix that has only one column.

Dilation

A transformation in which a geometric figure is enlarged or r…

Square root

Nth root

Principal root

Radical equation

For any real numbers "a" and "b", if (a)2 = (b)2, then "a" is…

For any real numbers "a" and "b", and any positive integer "n…

The nonnegative root.

An equation with radicals that have variables in the radicands.

Square root

For any real numbers "a" and "b", if (a)2 = (b)2, then "a" is…

Nth root

For any real numbers "a" and "b", and any positive integer "n…

Raising a negative number to a power

Factoring ax²+bx+c

Factoring by grouping

Canceling out opposites

When raising a negative number to a power always put the nega…

If both terms are opposite signs they can be crossed out and…

Raising a negative number to a power

When raising a negative number to a power always put the nega…

Factoring ax²+bx+c

Independent System

Parent Absolute Value Function

Vertex of a Graph

Dependent System

A system of equations with exactly one solution

y= |x|

Highest or lowest point on a graph

A system of equations with infinitely many solutions.

Independent System

A system of equations with exactly one solution

Parent Absolute Value Function

y= |x|

Raising a negative number to a power

Factoring ax²+bx+c

Factoring by grouping

Canceling out opposites

When raising a negative number to a power always put the nega…

If both terms are opposite signs they can be crossed out and…

Raising a negative number to a power

When raising a negative number to a power always put the nega…

Factoring ax²+bx+c

end behavior

degree

leading coefficient

maximun

the behavior of the graph as x approaches positive infinity (…

A unit used to measure distances around a circle.

the coefficient of the first term when a polynomial is writte…

n. the greatest possible amount or degree adj. reaching the g…

end behavior

the behavior of the graph as x approaches positive infinity (…

degree

A unit used to measure distances around a circle.

opposite leg

adjacent leg

SOHCAHTOA

sine (SIN)

the leg located opposite an angle of reference in a right tri…

the leg located next to an angle of reference in a right tria…

a mnemonic (memory) device that is used to remember the 3 bas…

opposite/hypotenuse

opposite leg

the leg located opposite an angle of reference in a right tri…

adjacent leg

the leg located next to an angle of reference in a right tria…

Raising a negative number to a power

Factoring ax²+bx+c

Factoring by grouping

Canceling out opposites

When raising a negative number to a power always put the nega…

If both terms are opposite signs they can be crossed out and…

Raising a negative number to a power

When raising a negative number to a power always put the nega…

Factoring ax²+bx+c

Monomial

Binomial

Trinomial

Degree of Polynomials

The product of positive integer powers of variables. No varia…

The sum of two Monomials. Two unlike terms highest exponent.

The sum of three Monomials. Three unlike terms highest expone…

The highest degree of its leading coefficient. ... linear = 1 ... Q…

Monomial

The product of positive integer powers of variables. No varia…

Binomial

The sum of two Monomials. Two unlike terms highest exponent.

natural numbers

whole numbers

opposite or additive inverse

integers

The set of numbers 1, 2, 3, 4, ... Also called counting numbe…

Natural numbers ( counting numbers) and zero; 0, 1, 2, 3...

equal distance but on opposite sides of zero... a + (-a) = 0... Ev…

Positive and Negative Whole Numbers and 0. Examples: .... -3,…

natural numbers

The set of numbers 1, 2, 3, 4, ... Also called counting numbe…

whole numbers

Natural numbers ( counting numbers) and zero; 0, 1, 2, 3...

set

set example

real numbers

real numbers example

a group of object (numbers) a set can be infinite (having an…

~0 and 3~ is the set containing 0 and 3

the set of all numbers that exist on a number line

3, -5, 2.42, square root of a number

set

a group of object (numbers) a set can be infinite (having an…

set example

~0 and 3~ is the set containing 0 and 3

Raising a negative number to a power

Factoring ax²+bx+c

Factoring by grouping

Canceling out opposites

When raising a negative number to a power always put the nega…

If both terms are opposite signs they can be crossed out and…

Raising a negative number to a power

When raising a negative number to a power always put the nega…

Factoring ax²+bx+c

Raising a negative number to a power

Factoring ax²+bx+c

Factoring by grouping

Canceling out opposites

When raising a negative number to a power always put the nega…

If both terms are opposite signs they can be crossed out and…

Raising a negative number to a power

When raising a negative number to a power always put the nega…

Factoring ax²+bx+c

Square root on bottom domain

One to one function

Parentheses and Bracket

Square root on top

Set expression greater than 0

For every y element of range, corresponds to only one x eleme…

Not included ... Included... Infinity always parentheses ... Greater a…

Numerator greater than or equal to 0... Denominator not equal to 0

Square root on bottom domain

Set expression greater than 0

One to one function

For every y element of range, corresponds to only one x eleme…

sin(θ) cos(θ) tan(θ) csc(θ) sec(θ) cot…

sin(30°, 45°, 60°)... cos(30°, 45°, 60°)…

Conversion to radians

Conversion to degrees

o/h, a/h, o/a, h/o, h/a, a/o (y/r, x/r, y/x, r/y, r/x, x/y)

1/2, √2/2, √3/2... √3/2, √2/2, 1/2... √3/3, 1, √3... π/6, π/4, π/3

π/180

180/π

sin(θ) cos(θ) tan(θ) csc(θ) sec(θ) cot…

o/h, a/h, o/a, h/o, h/a, a/o (y/r, x/r, y/x, r/y, r/x, x/y)

sin(30°, 45°, 60°)... cos(30°, 45°, 60°)…

1/2, √2/2, √3/2... √3/2, √2/2, 1/2... √3/3, 1, √3... π/6, π/4, π/3

Raising a negative number to a power

Factoring ax²+bx+c

Factoring by grouping

Canceling out opposites

When raising a negative number to a power always put the nega…

If both terms are opposite signs they can be crossed out and…

Raising a negative number to a power

When raising a negative number to a power always put the nega…

Factoring ax²+bx+c

Law of Sines

Law of Cosines

Trigonometric Identities

Trigonometric Ratios

Formula that relates the sines of angles to the lengths of th…

Formula that relates the lengths of sides to the cosines of t…

Trig equation that is true for all values of the variable

Relationship between the sides of a right triangle, can be re…

Law of Sines

Formula that relates the sines of angles to the lengths of th…

Law of Cosines

Formula that relates the lengths of sides to the cosines of t…

Sine Formula

Cosine Formula

Tangent Formula

Cosecant Formula

sin x = Opposite Side/Hypotenuse

cos x = Adjacent Side/Hypotenuse

tan x = Opposite Side/Adjacent Side

csc x = Hypotenuse/Opposite Side

Sine Formula

sin x = Opposite Side/Hypotenuse

Cosine Formula

cos x = Adjacent Side/Hypotenuse

domain

solution or root of the equation

equivalent equations

Addition Property of Equality

The domain is the set of numbers that can replace the variabl…

A number from the domain that makes an equation true is a sol…

equations that have the same solution

if you add the same number to each side of an equation, the t…

domain

The domain is the set of numbers that can replace the variabl…

solution or root of the equation

A number from the domain that makes an equation true is a sol…

finding the discraminant of the quadra…

roots of the equation (ax^2-bx+c=0)

equation of the circle

equation from sum / product of roots

b^2-4ac

quadratic formula

(x-H)^2+(y-k)^2=r^2

sum= -b/a, product= c/a

finding the discraminant of the quadra…

b^2-4ac

roots of the equation (ax^2-bx+c=0)

quadratic formula

abscissa

angle of depression

angle of elevation

base of an exponential function

the distance from a point to the y-axis

the angle formed by the horizontal and the line of sight when…

the angle formed by the horizontal and the line of sight when…

the number b in the exponential function y=b^x

abscissa

the distance from a point to the y-axis

angle of depression

the angle formed by the horizontal and the line of sight when…

Degree

Slope (mx in y=mx=b)

1st Difference

2nd Difference

Highest exponent/ power

"Constant rate of change"

Linear: Degree of 1. Will find the constant on the 1st degree…

Quadratic: Degree of 2. Will find the constant on the 2nd deg…

Degree

Highest exponent/ power

Slope (mx in y=mx=b)

"Constant rate of change"

Name 3 special function keys

Name 3 trigonometric function keys

What is trigonometry?

How do you find the sine angle?

√, x^2, reciprocal (1/x),

Sine,cosine,tangent

The study of triangles

Opposite over the hypotenuse

Name 3 special function keys

√, x^2, reciprocal (1/x),

Name 3 trigonometric function keys

Sine,cosine,tangent

Absolute Value

Absolute Value Equation and/or Inquality

Ambiguous Case

Amplitude

The distance of a number on a number line from 0.

An equation and/or inequality that contains an absolute value.

A situation in which more than one solution for a triangle ca…

How high above or below the -axis the graph of a funstion rea…

Absolute Value

The distance of a number on a number line from 0.

Absolute Value Equation and/or Inquality

An equation and/or inequality that contains an absolute value.

Quadratic Equation

Sum of the roots of a Quadratic

Product of the roots of a Quadratic

Quadratic Formula

an equation of the form ax² + bx + c = 0, where a ≠ 0

-b/a

c/a

Quadratic Equation

an equation of the form ax² + bx + c = 0, where a ≠ 0

Sum of the roots of a Quadratic

-b/a

Raising a negative number to a power

Factoring ax²+bx+c

Factoring by grouping

Canceling out opposites

When raising a negative number to a power always put the nega…

If both terms are opposite signs they can be crossed out and…

Raising a negative number to a power

When raising a negative number to a power always put the nega…

Factoring ax²+bx+c

Raising a negative number to a power

Factoring ax²+bx+c

Factoring by grouping

Canceling out opposites

When raising a negative number to a power always put the nega…

If both terms are opposite signs they can be crossed out and…

Raising a negative number to a power

When raising a negative number to a power always put the nega…

Factoring ax²+bx+c

Raising a negative number to a power

Factoring ax²+bx+c

Factoring by grouping

Canceling out opposites

When raising a negative number to a power always put the nega…

If both terms are opposite signs they can be crossed out and…

Raising a negative number to a power

When raising a negative number to a power always put the nega…

Factoring ax²+bx+c

Raising a negative number to a power

Factoring ax²+bx+c

Factoring by grouping

Canceling out opposites

When raising a negative number to a power always put the nega…

If both terms are opposite signs they can be crossed out and…

Raising a negative number to a power

When raising a negative number to a power always put the nega…

Factoring ax²+bx+c

Raising a negative number to a power

Factoring ax²+bx+c

Factoring by grouping

Canceling out opposites

When raising a negative number to a power always put the nega…

If both terms are opposite signs they can be crossed out and…

Raising a negative number to a power

When raising a negative number to a power always put the nega…

Factoring ax²+bx+c

Raising a negative number to a power

Factoring ax²+bx+c

Factoring by grouping

Canceling out opposites

When raising a negative number to a power always put the nega…

If both terms are opposite signs they can be crossed out and…

Raising a negative number to a power

When raising a negative number to a power always put the nega…

Factoring ax²+bx+c

Raising a negative number to a power

Factoring ax²+bx+c

Factoring by grouping

Canceling out opposites

When raising a negative number to a power always put the nega…

If both terms are opposite signs they can be crossed out and…

Raising a negative number to a power

When raising a negative number to a power always put the nega…

Factoring ax²+bx+c