Terms
Transformations
Proofs
Angle Relationships
Random
100
What are the undefined terms in Geometry?
Point, Line, and Plane
100
What is the name given to a transformation that preserves distance and angle measure.
Rigid Motion
100
What is the missing property of equality of the algebraic proof?
Addition Property of Equality
100
Describe or draw a pair of vertical angles and explain their relationship.
Two lines intersecting, opposite angles. They are congruent.
100
Determine which of the below statements are true. (Can be more than one)
1. All squares are rhombi
2. All parallelograms are rectangles
3. All kites are quadrilaterals
4. All trapezoids are parallelograms
1 and 3
200
What is a portion of a line bound by two points?
Segment
200
Point P is located at (4, 8) on a coordinate plane. Point P will be reflected over the x-axis. What will be the new coordinates of the image of Point P?
(4, -8)
200
Which property justifies
PR (cong) PR?
Reflexive
200
What is it called when two angles are on a line and together, they add up to 180 degrees?
Linear Pair
OR
Supplementary
200
Name these two rays
Ray HG
Ray AB
300
What conditional statement reverses the hypothesis and the conclusion?
converse
300
What is the image of M(11, -4) using the translation (x, y) -(x - 17, y + 2)?
M' (-6, -2)
300
The missing statements are listed below, but they are out of order. What is the correct order to be placed in the proof?
A. S, T, R
B. R, S, T
C. R, T, S
D. S, R, T
D
300
What is the name of line l?
Transversal
300
What are the six ways a triangle can be classified (by its sides and angles?)
Scalene, Equilateral, Isosceles
Obtuse, Acute, Equiangular
400
What is the combination of a conditional and its converse, resulting in the compound statement "if and only if"?
Biconditional
400
The graph of a figure and its image are shown below. Identify the transformation to map the image back onto the figure.
Rotation
400
Consider triangle ABC that has been transforms through rigid motions and its image is compared to triangle XYZ. Determine if the given information is sufficient to draw the provided conclusion.
True (AAS)
400
What is the m<2 and the m<4?
m<2 = 154
m<4= 26
400
Which are the two that cannot make a pair of triangle congruent?
SSS, AAA, SAS, ASA, SSA, AAS
AAA, and SSA
500
What is the point of concurrency of the angle bisectors of the triangle?
Incenter of a triangle
500
What is the composition of the following translations?
4 units up and 4 units to the right, followed by 3 units to the left and 5 units up.
(x,y) - (x+1, y+9)
500
Choose from the below reasons to complete the proof.
A. Linear Pair Theorem, B. Addition Property, C. Subtraction Property, D. Definition of supplementary, E. Reflexive Property, F. Substitution Property, G. Triangle Sum Theorem, H. Symmetric Property
Given: <1, <2, and <3 are interior angles of a triangle and exterior angle <4.
Prove: m<1+m<2 = M<4
G. Triangle Sum Theorem
A. Linear Pair
D. Definition of Supplementary
F. Substitution Property
C. Subtraction Property
500
Solve for y and x.
y = 40 degrees
x=67
500
Write the distance formula and the midpoint formula.
d=sqrt( (x_2-x_1)^2+(y_2-y_1)^2