0
Q
A line contains…
A
At least two distinct points
1
Q
Through any two distinct points…
A
There exists exactly one line
2
Q
Through any three noncollinear points…
A
There exists exactly one plane
3
Q
A plane contains…
A
At least three noncollinear points
4
Q
If two distinct points lie in a plane…
A
Then the line containing them lies in the plane
5
Q
If two distinct planes intersect…
A
Then their intersection is a line
Geometry
flashcards
Decks in class (28)
# Cards
-
2.1 Exploring Patterns12
-
2.2 Structure of Geometry2
-
2.3 Segment and Angle Relationships7
-
2.4 Conditional Statements6
-
2.5 Reasoning with Properties8
-
Properties of Congruence3
-
3.1 Lines and Planes6
-
3.2 Connections to Algebra3
-
4.1 Congruent Triangles15
-
4.2 Angles of a Triangle6
-
4.5 Using Congruent Triangles1
-
5.1 Parts of a Triangle6
-
5.3 Midsegment Theorem2
-
5.4 Inequalities in One Triangle3
-
5.5 Inequalities In Two Triangles2
-
6.3 Properties of Parallelograms5
-
6.4 Proving Quadrilaterals are Parallelograms5
-
2.6 Deductive Reasoning8
-
3.4 Styles of Proofs3
-
3.5 Properties of Parallel Lines10
-
3.6 Proving Lines are Parallel4
-
4.3 Proving that Triangles are Congruent2
-
4.4 More Ways to Prove that Triangles are Congruent2
-
4.6 Isosceles and Right Triangles6
-
5.2 Special Segments in a Triangle9
-
6.1 Polygons17
-
6.2 Angles of Polygons4
-
6.6 Trapezoids11
