Use LEFT and RIGHT arrow keys to navigate between flashcards;
Use UP and DOWN arrow keys to flip the card;
H to show hint;
A reads text to speech;
17 Cards in this Set
- Front
- Back
Definition of congruent segments
|
Two segments are congruent iff they have same measure
|
|
Definition of congruent angles
|
two angles are congruent iff they have the same measure
|
|
Def of segment bisector
|
A segment is bisected iff segment is divided into two congruent segments
|
|
Def of angle bisector
|
An angle is bisected iff angle is divided into two congruent segments
|
|
Def of Perpendicular
|
Two lines are perpendicular iff right angles are formed
|
|
Def of right angle
|
An angle is a right angle iff it measures 90
|
|
Def of vertical angles
|
two angles are vertical iff they are formed by two intersecting lines and non adjacent angles
|
|
Def of linear pair
|
two angles are a linear pair iff they are formed by two intersecting lines and are adjacent angles
|
|
Def of complementary angles
|
Two angles are comp. iff their sum is 90
|
|
Def of supplementary angles
|
Two angles are supp. iff their sum is 180
|
|
Segment Addition postulate
|
If B lies betweer A and C then AB+BC=AC
|
|
Angle Addition Postulate
|
If D lies in the interior of angle XYZ then m<XYD+m<DYZ=m<XYZ
|
|
Linear Pair Postulate
|
If two angles form a linear pair then they are supp
|
|
Reflexive
|
AB cong. AB
|
|
Transitive
|
If AB cong. CD and CD cong. EF then AB cong. EF
|
|
Vertical Angle Theorem
|
If vertical angles then angles are congruent
|
|
right angles comp
|
If right angles then complementary
|