Triangles
Properties
Quads
Potpourri
Potent Potables
100
altitude
What is a segment drawn from the vertex of a triangle and perpendicular to the opposite side.
100
The conclusion that follows this:
What is
100
This quadrilateral does not have at least 2 pairs of consecutive angles supplementary.
What is a kite?
100
This figure has one pair of sides parallel and congruent diagonals.
What is an Isosceles Trapezoid?
100
A quadrilateral with all four sides congruent and a diagonal bisecting a pair of opposite angles.
What is a square?
200
The following triangles are congruent by this method. Triangle ABC and YZX AC = XY BC = XZ
What is SAS?
200
Given: <1 supp <2; <2 = <3; Conclusion: <1 supp <3 by this property.
What is substitution?
200
The diagonals of this quadrilateral are perpendicular bisectors of each other.
What is a rhombus?
200
The reason why this is false: When it is hot, I use sunscreen. I used sunscreen today, so it was hot.
What is they are converses and not contrapositives?
200
The union of ray AC with ray AB.
What is angle CAB?
300
A segment drawn from the vertex of a triangle that bisects the opposite side.
What is a median?
300
Given: <1 = <2 <2 = <3 <5 = <3 Conclusion: <1 = <5 by this property.
What is the Transitive Property?
300
If given a parallelogram with congruent diagonals you know it must be this.
What is a rectangle?
300
If AB is the perpendicular bisector of CD, then these two pairs of segments are congruent.
What is AC = AD & BC = BD?
300
Line A is perpendicular to Line B. Line C is perpendicular to Line B. This word describes the relationship between Line A and Line C.
What is parallel?
400
The largest angle of a triangle is always opposite this.
What is the longest side?
400
Given: T is the midpoint of AB R is the midpoint of CD AB = CD Conclusion: AT = CR by this property.
What is the division property?
400
This pair of quadrilaterals do not have diagonals that bisect each other.
What are kites and trapezoids.
400
A figure with all fours angles being right angles.
What is a rectangle?
400
Given:
What is If two angles are supp to congruent
500
In this type of triangle, the altitude is also a median.
What is Isosceles?
500
A and B are equidistant to the endpoints of the segment CD because they form this type of segment.
What is perpendicular bisector?
500
A quadrilateral with opposite sides congruent and perpendicular diagonals.
What is a rhombus?
500
In coordinate geometry, showing this would demonstrate segments bisecting each other.
What is that they have the same midpoint?
500
In triangle ABC, AB = AC. These angles must be congruent.
What is
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