This class was created by Brainscape user Lindsey McBride. Visit their profile to learn more about the creator.
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Lindsey McBride
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Decks in this class (28)
2.1 Exploring Patterns
Ray 0,
Line segment 1,
Opposite rays 2
12
cards
2.2 Structure of Geometry
Angle addition postulate 0,
Segment addition postulate 1
2
cards
2.3 Segment and Angle Relationships
Congruent angles 0,
Congruent segments 1,
Midpoint 2
7
cards
2.4 Conditional Statements
A line contains 0,
Through any two distinct points 1,
Through any three noncollinear po...
6
cards
2.5 Reasoning with Properties
Subtraction property of equality 0,
Addition property of equality 1,
Multiplication property of equali...
8
cards
Properties of Congruence
Symmetric property of congruence 0,
Reflexive property of congruence 1,
Transitive property of congruence 2
3
cards
3.1 Lines and Planes
Intersecting lines 0,
Parallel lines 1,
Oblique lines 2
6
cards
3.2 Connections to Algebra
Parallel postulate 0,
If two distinct lines intersect 1,
Perpendicular postulate 2
3
cards
4.1 Congruent Triangles
Equilateral triangle 0,
Congruent triangles 1,
Isosceles triangle 2
15
cards
4.2 Angles of a Triangle
Triangle sum theorem 0,
Interior angle 1,
Third angles theorem 2
6
cards
4.5 Using Congruent Triangles
Cpctc 1
1
cards
5.1 Parts of a Triangle
Perpendicular bisector theorem 0,
Perpendicular bisector of a segem...,
Perpendicular bisector converse t...
6
cards
5.3 Midsegment Theorem
Migsegment theorem 0,
Midsegment of a triangle 1
2
cards
5.4 Inequalities in One Triangle
If one angle of a triangle is lar...,
If one side of a triangle is long...,
Triangle inequality theorem 2
3
cards
5.5 Inequalities In Two Triangles
Hinge converse theorem 0,
Hinge theorem 1
2
cards
6.3 Properties of Parallelograms
If a quadrilateral is a parallelo...,
Parallelogram 1,
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 1,
Linear pair of angles 2,
Complementary angles 3
8
cards
3.4 Styles of Proofs
If two lines are perpendicular th...,
All right angles 2,
If two lines intersect to form a ...
3
cards
3.5 Properties of Parallel Lines
Transversal 1,
Corresponding angles 2,
Alternate interior angles 3
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 postula...,
Side angle side congruence postul...
2
cards
4.4 More Ways to Prove that Triangles are Congruent
Angle side angle congruence postu...,
Angle angle side congruence theor...
2
cards
4.6 Isosceles and Right Triangles
Base angles of an isosceles trian...,
Base angles theorem 2,
Base angles theorem corollary 3
6
cards
5.2 Special Segments in a Triangle
Angle bisector of a triangle 1,
Median of a triangle 2,
Altitude of a triangle 3
9
cards
6.1 Polygons
Polygon 1,
Convex polygon 2,
Concave polygon 3
17
cards
6.2 Angles of Polygons
Polygon interior angles theorem 1,
Polygon interior angles theorem c...,
Polygon exterior angles theorem 3
4
cards
6.6 Trapezoids
Trapezoid 1,
Isosceles trapezoid 2,
Bases of a trapezoid 3
11
cards
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Geometry
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