Study sets matching "pap geometry"
Study sets
Diagrams
Classes
Users
Circle
Center
Radius
Chord
The set of all points that are equidistant from a given point.
The given point from which all points on a circle are the same…
A segment whose endpoints are the center and any point on the…
A segment whose endpoints are on the circle.
Circle
The set of all points that are equidistant from a given point.
Center
The given point from which all points on a circle are the same…
Point
Line
line segment
Angle
A specific location symbolizes by a dot
A straight connected path that goes on forever in both directi…
A part of a line that has end points
A figure formed by two rays with a common endpoint
Point
A specific location symbolizes by a dot
Line
A straight connected path that goes on forever in both directi…
Point
Line
Collinear Points
Plane
A point has no dimension, it is represented by a dot
A line has one dimension; A line is named using any two points…
Points that lie on the same line. When three points are collin…
Plane has two dimensions; Represented by a shape that looks li…
Point
A point has no dimension, it is represented by a dot
Line
A line has one dimension; A line is named using any two points…
Circumcenter thm
The circumcenter
Incenter thm
The incenter
equal distant to the VERTICIES of a triangle
Is the point where 3 PERPENDICULAR BISECTORS of a triangle int…
Equidistant from the SIDES of a triangle
Is is the point where the ANGLE BISECTORS of a triangle inters…
Circumcenter thm
equal distant to the VERTICIES of a triangle
The circumcenter
Is the point where 3 PERPENDICULAR BISECTORS of a triangle int…
1. Annulus
2. Apothem
3. Area of a Parallelogram
4. Area of a Square
A ring-shaped region bound by two concentric circles (they hav…
The distance from the side of a regular polygon to the center…
bh
bh ... or... s squared (s=side length)
1. Annulus
A ring-shaped region bound by two concentric circles (they hav…
2. Apothem
The distance from the side of a regular polygon to the center…
Postulate 5
Postulate 6
Postulate 7
Postulate 8
Through any two points there exists exactly one line
Line contains at least two points
If two lines intersect, their intersection is exactly one point
Through any three non collinear points there exists one plane
Postulate 5
Through any two points there exists exactly one line
Postulate 6
Line contains at least two points
apex of a pyramid
annulus
center of a circle
circle
the point at which all lateral faces intersect.
the region bounded by two concentric circles.
the point from which all points on the circle are equidistant.
a collection of points on the same plane equidistant from the…
apex of a pyramid
the point at which all lateral faces intersect.
annulus
the region bounded by two concentric circles.
acute angle
adjacent angles
angle
area
an angle greater than 0 and less than 90
two angles in the same place with a common vertex and a common…
a figure formed by two rays with a common endpoint
the number of non overlapping unit square of a given size that…
acute angle
an angle greater than 0 and less than 90
adjacent angles
two angles in the same place with a common vertex and a common…
Inductive reasoning
Conjecture
What is it called when 2 statements are…
A compound statement using the word and…
Reasoning that uses numbers of specfic examples to to arrive a…
A statement or conclusion drawn from inductive reasoning
A compound statement
Conjunction
Inductive reasoning
Reasoning that uses numbers of specfic examples to to arrive a…
Conjecture
A statement or conclusion drawn from inductive reasoning
point
line
line segment
ray
a location with no size or shape
is made up of points with no thickness or width
a measurable part of a line consisting of two endpoints
a line that extends indefinitely in one direction
point
a location with no size or shape
line
is made up of points with no thickness or width
Point, Line, and Plane
Point
Line
Plane
the three undefined terms in geometry.
has no dimension and is represented by a dot with a capital le…
has one dimension and is a set of points that extend infinitel…
has two dimensions and extends infinitely in all directions.
Point, Line, and Plane
the three undefined terms in geometry.
Point
has no dimension and is represented by a dot with a capital le…
POINT
LINE
Line Segment
Ray
A location and has no size. It is represented by a dot.
An object with no width that extends forever in both direction…
A part of a line consisting of two end points in between.
Part of a line consisting one end point extending forever in o…
POINT
A location and has no size. It is represented by a dot.
LINE
An object with no width that extends forever in both direction…
Trapezoids (general info)
Isosceles Trapezoids
Parallelograms
Rhombi
-only one pair of opposite sides are parallel (bases)... -consecu…
-non-parallel sides (legs) are congruent ... -diagonals are congr…
-opposite sides are parallel... -opposite sides are congruent... -op…
-all properties of parallelogram... -four congruent sides... -diagon…
Trapezoids (general info)
-only one pair of opposite sides are parallel (bases)... -consecu…
Isosceles Trapezoids
-non-parallel sides (legs) are congruent ... -diagonals are congr…
Area of a Trapezoid Theorem
Area of a Rhombus Theorem
Area of a Kite Theorem
Area of a Square Postulate
The area of a trapezoid is one half the product of the height…
the area of a rhombus is one half the product of the length of…
the area of a kite is one half the product of the lengths of i…
the area of a square is the square of the length of its side
Area of a Trapezoid Theorem
The area of a trapezoid is one half the product of the height…
Area of a Rhombus Theorem
the area of a rhombus is one half the product of the length of…
Total Surface Area
Net
Polyhedron
Face
The sum of the areas of the surfaces of a solid
A two-dimensional pattern of a three-dimensional figure.
three-dimensional figure with faces that are polygons.
A flat surface of a polyhedron.
Total Surface Area
The sum of the areas of the surfaces of a solid
Net
A two-dimensional pattern of a three-dimensional figure.
Parallelogram Properties
Parallelogram Theoorems
Rectangle Properties
Rectangle Theorems
1) Opposite sides are parallel.... 2) Opposite sides are congruen…
1) If both opposite sides are congruent to each other, then it…
All the properties of parallelograms including...... 1) Diagonals…
1) If the diagonals are congruent, then it is a rectangle
Parallelogram Properties
1) Opposite sides are parallel.... 2) Opposite sides are congruen…
Parallelogram Theoorems
1) If both opposite sides are congruent to each other, then it…