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Alternate exterior angle theorem
Angles formed by the alternate sides of a transversal
Alternate exterior angles
Angles formed when a transversal intersects between at least 2 parallel lines
Angle bisector
A Line, Ray, or Segment that intersects an angle into 2 equal parts
Biconditional
A if-then conditional statement that is only true if both the conditional (p then q) and the converse (q then p) are both correct
Colinear points
Points that are on the same line in the same direction on a Line,Segment,Ray, or plane
Complementary
Any two angles that have a total sum of 90 degress.
Congruent
Any two things that have an equal measure
Conjecture
An educated guess using patterns or scattered proofs to come to a conclusion.
Contrapostive
The negated opposite of the converse (if not q then not p)
Converse
The flipped opposite of the conditional ( if q then p)
Corresponding Angles
Angles formed when two lines are intersected by a transversal. On the same side, but near each intersection of a parallel line.
Counterexample
A statement or conjecture that proves it’s opposing statement wrong.
Dilation
A transformation in space that involves the enlargement or reduction of the lines or planes in space.
Distance
The space between two or more points in space
Inverse
The negation of the conditional (if not p then not q)
Linear Pair
Two ajdacent angles that are supplementary ( equal 180 degress)
Logically valid statements
Conditional=Contrapositive Converse=Inverse
Midpoint
The point that joins two or more points together to create bisectors or angles.
None/no relation
Two terms that have different statements and aren’t related.
Obtuse
An angle that has a measure larger than 90 degress.
Paralell
A Set of 2 or more lines that will never intersect in space.
Perpendicular
A set of two more lines that intersect to form only 90 degrees in space.
Plane
A set of any three or more noncolinear points
Point Symmetry
When an object/plane in space has the same look rotated 180 degrees.