This class was created by Brainscape user Lindsey McBride. Visit their profile to learn more about the creator.
By:
Lindsey McBride
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Decks in this class (28)
2.1 Exploring Patterns
Ray,
Line segment,
Opposite rays
12
cards
2.2 Structure of Geometry
Angle addition postulate,
Segment addition postulate
2
cards
2.3 Segment and Angle Relationships
Congruent angles,
Congruent segments,
Midpoint
7
cards
2.4 Conditional Statements
A line contains,
Through any two distinct points,
Through any three noncollinear po...
6
cards
2.5 Reasoning with Properties
Subtraction property of equality,
Addition property of equality,
Multiplication property of equality
8
cards
Properties of Congruence
Symmetric property of congruence,
Reflexive property of congruence,
Transitive property of congruence
3
cards
3.1 Lines and Planes
Intersecting lines,
Parallel lines,
Oblique lines
6
cards
3.2 Connections to Algebra
Parallel postulate,
If two distinct lines intersect,
Perpendicular postulate
3
cards
4.1 Congruent Triangles
Equilateral triangle,
Congruent triangles,
Isosceles triangle
15
cards
4.2 Angles of a Triangle
Triangle sum theorem,
Interior angle,
Third angles theorem
6
cards
4.5 Using Congruent Triangles
Cpctc
1
cards
5.1 Parts of a Triangle
Perpendicular bisector theorem,
Perpendicular bisector of a segement,
Perpendicular bisector converse t...
6
cards
5.3 Midsegment Theorem
Migsegment theorem,
Midsegment of a triangle
2
cards
5.4 Inequalities in One Triangle
If one angle of a triangle is lon...,
If one side of a triangle is long...,
Triangle inequality theorem
3
cards
5.5 Inequalities In Two Triangles
Hinge converse theorem,
Hinge theorem
2
cards
6.3 Properties of Parallelograms
If a quadrilateral is a parallelo...,
Parallelogram,
If a quadrilateral is a parallelo...
5
cards
6.4 Proving Quadrilaterals are Parallelograms
If both pairs of opposite angles ...,
If both pairs of opposite sides o...,
If an angle of a quadrilateral is...
5
cards
2.6 Deductive Reasoning
Vertical angles,
Linear pair of angles,
Complementary angles
8
cards
3.4 Styles of Proofs
If two lines are perpendicular then,
All right angles,
If two lines intersect to form a ...
3
cards
3.5 Properties of Parallel Lines
Transversal,
Corresponding angles,
Alternate interior angles
10
cards
3.6 Proving Lines are Parallel
Corresponding angles converse pos...,
Alternate interior angles convers...,
Consecutive interior angles conve...
4
cards
4.3 Proving that Triangles are Congruent
Side side side congruence postulate,
Side angle side congruence postulate
2
cards
4.4 More Ways to Prove that Triangles are Congruent
Angle side angle congruence postu...,
Angle angle side congruence theorem
2
cards
4.6 Isosceles and Right Triangles
Base angles of an isosceles triangle,
Base angles theorem,
Base angles theorem corollary
6
cards
5.2 Special Segments in a Triangle
Angle bisector of a triangle,
Median of a triangle,
Altitude of a triangle
9
cards
6.1 Polygons
Polygon,
Convex polygon,
Concave polygon
17
cards
6.2 Angles of Polygons
Polygon interior angles theorem,
Polygon interior angles theorem c...,
Polygon exterior angles theorem
4
cards
6.6 Trapezoids
Trapezoid,
Isosceles trapezoid,
Bases of a trapezoid
11
cards
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Geometry
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