# Study sets matching "math 3"

Study sets

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vertical angles

Corresponding angles

Alternate exterior angles

Alternate interior angles

Vertical angles are congruent

matching angles in similar triangles, which have equal measures

Angles that lay outside the parallel lines and are on opposite…

If two parallel lines are cut by a transversal, then the alter…

vertical angles

Vertical angles are congruent

Corresponding angles

matching angles in similar triangles, which have equal measures

Perpendicular Bisector

Equidistant

Concurrency

Point of Concurrency

A segment, ray, line, or plane that is perpendicular to a segm…

A point is equidistant from two figures if the point is the sa…

When three or more lines, rays, or segments intersect in the s…

The point of intersection of concurrent lines, rays or segment…

Perpendicular Bisector

A segment, ray, line, or plane that is perpendicular to a segm…

Equidistant

A point is equidistant from two figures if the point is the sa…

Triangle

Interior Angle

Exterior Angle

Remote Interior Angles

three line segments that intersect only at their endpoints

the angle formed by the segments that lie on the inside of the…

formed by one side of a triangle and the extension of the adja…

angles that are not adjacent to the exterior angle

Triangle

three line segments that intersect only at their endpoints

Interior Angle

the angle formed by the segments that lie on the inside of the…

Parallel Lines: ... a. When proving parall…

When proving parallel lines, these angl…

Triangles:... The interior angles of a tri…

Triangles:... The congruence postulates ar…

Parallel Lines: ... a. When proving parallel lines, these types o…

When proving parallel lines, these angles are always supplemen…

Triangles:... The interior angles of a triangle have a sum of 180…

Triangles:... The congruence postulates are: ASA,SAS,AAS,SSS,HL (…

Parallel Lines: ... a. When proving parall…

Parallel Lines: ... a. When proving parallel lines, these types o…

When proving parallel lines, these angl…

When proving parallel lines, these angles are always supplemen…

Exponential Equation

Exponential Growth/Decay Equation: ____…

Decay Factor: __________

Growth Factor: ___________

y = ab^x

y=ab^x, where a = initial , b = growth or decay factor, and x…

1 - r

1 + r

Exponential Equation

y = ab^x

Exponential Growth/Decay Equation: ____…

y=ab^x, where a = initial , b = growth or decay factor, and x…

y=mx+b

Quadratic Formula

Holes in a rational Equation

Vertex form of a Parabala

Slope intercept form where m= slope and b= y-intercept

created by binomials in a rational function canceling out

y=a(x-h)^2+k, Vertex is (h,k)

y=mx+b

Slope intercept form where m= slope and b= y-intercept

Quadratic Formula

Factoring... a. Take out _____... b. Multiply…

Complex Numbers: Form of _________... a. i…

Graphing Polynomials... End Behavior: Even…

Graphing Polynomials... Multiplicity: none…

Factoring... a. Take out GCF!... b. Multiply A and C, if appropriate…

Complex Numbers: ... Form of a + bi... a. i... b. -1... c. -i... d. 1

Graphing Polynomials... End Behavior: Even Degree~same direction(…

Multiplicity: none~ crosses; even~ touch/turn; odd~ curves thr…

Factoring... a. Take out _____... b. Multiply…

Factoring... a. Take out GCF!... b. Multiply A and C, if appropriate…

Complex Numbers: Form of _________... a. i…

Complex Numbers: ... Form of a + bi... a. i... b. -1... c. -i... d. 1

Exponential Equation

Exponential Growth/Decay Equation: ____…

Decay Factor: __________

Growth Factor: ___________

y = ab^x

Exponential Growth/Decay Equation: y=ab^x, where a = initial ,…

Decay Factor: 1- %

Growth Factor: 1 + %

Exponential Equation

y = ab^x

Exponential Growth/Decay Equation: ____…

Exponential Growth/Decay Equation: y=ab^x, where a = initial ,…

pyramid

radius

surface area

volume

a polyhedron with a base that is a polygon and other faces tha…

the distance from the center of a circle to any point on the c…

the sum of the areas of all the faces of a three-dimensional f…

the number of cubic units needed to fill the space occupied by…

pyramid

a polyhedron with a base that is a polygon and other faces tha…

radius

the distance from the center of a circle to any point on the c…

Standard Form

Terms

Binomial

Trinomial

terms in order from the greatest degree to the least degree

variables, constants, or other monomials separated by plus or…

a polynomial with two terms

a polynomial with three terms

Standard Form

terms in order from the greatest degree to the least degree

Terms

variables, constants, or other monomials separated by plus or…

population

sample

mean

median

all people or things you wish to find information about

a smaller portion of the population from which you collect data

another word for average; adding up all data values and dividi…

the middle value when in order from least to greatest

population

all people or things you wish to find information about

sample

a smaller portion of the population from which you collect data

Estimation

reasonableness

Sum

number sense

The process of determining the value of a population parameter…

An answer that is based on good number sense.

of a size or splendor suggesting great expense; lavish

the ability to understand numbers and their relationships

Estimation

The process of determining the value of a population parameter…

reasonableness

An answer that is based on good number sense.

Parallel Lines: ... a. When proving parall…

When proving parallel lines, these angl…

Triangles:... The interior angles of a tri…

Triangles:... The congruence postulates ar…

Parallel Lines: ... a. When proving parallel lines, these types o…

When proving parallel lines, these angles are always supplemen…

Triangles:... The interior angles of a triangle have a sum of 180…

Triangles:... The congruence postulates are: ASA,SAS,AAS,SSS,HL (…

Parallel Lines: ... a. When proving parall…

Parallel Lines: ... a. When proving parallel lines, these types o…

When proving parallel lines, these angl…

When proving parallel lines, these angles are always supplemen…

Factoring... a. Take out _____... b. Multiply…

Complex Numbers: Form of _________... a. i…

Graphing Polynomials... End Behavior: Even…

Graphing Polynomials... Multiplicity: none…

Factoring... a. Take out GCF!... b. Multiply A and C, if appropriate…

Complex Numbers: ... Form of a + bi... a. i... b. -1... c. -i... d. 1

Graphing Polynomials... End Behavior: Even Degree~same direction(…

Multiplicity: none~ crosses; even~ touch/turn; odd~ curves thr…

Factoring... a. Take out _____... b. Multiply…

Factoring... a. Take out GCF!... b. Multiply A and C, if appropriate…

Complex Numbers: Form of _________... a. i…

Complex Numbers: ... Form of a + bi... a. i... b. -1... c. -i... d. 1

array

grouping

adding

numberline

a multiplication strategy using rows and columns

a multiplication strategy using circles and dots

a multiplication strategy using addition

a multiplication strategy using a number line

array

a multiplication strategy using rows and columns

grouping

a multiplication strategy using circles and dots