Basics of Geometry & Proofs
Parallel & Perp Lines
Transformations
Congruent Triangles
Miscellaneous
100
Find BC. 
4
100
What is the complement of 69 degrees?
21 degrees
100
What transformation occurred?
Reflection
100
Classify the triangle by its sides and angles. 
Acute isosceles
100
In a proof, you ALWAYS start with the.....
GIVEN
200
Name the angle.
<AOB or <BOA
200
Find the value of x if L is the bisector of segment XZ. 
7.5
200
Using words, where does the coordinate notation tell you to translate the figure? (x,y)-->(x-1, y+5)
Left 1, Up 5
200
By which theorem or postulate are the two triangles congruent? 
SAS
200
If a quadrilateral is a parallelogram, then its diagonals....
bisect each other.
300
Find the measure of <ABD.
110
300
Ray BD bisects <ABC. Find the value of x. 
x = 25
300
What transformation occurred?
180 degree rotation
300
Find m<E. 
44 degrees
300
If a parallelogram is a rhombus, then the diagonals... (two criteria)
are perpendicular and congruent.
400
IF KM is perpendicular to JL, find the value of y. 
y = 6
400
Find the value of x. 
x = 49
400
Using words, describe where the vector directs you to move the figure. <2, -8>
Right 2, down 8
400
By which theorem or postulate are the two triangles congruent? 
AAS
400
In the following image, use the hinge theorem to compare BC and EF.
BC<EF
500
Find the distance between the points (-2,4) and (3,-1). Leave answer in exact radical form.
sqrt50
500
Find the value of x. 
x = 55
500
Give the coordinates of the point (-3,5) if it was reflected over the x-axis.
(-3,-5)
500
Fill in missing reason in the following proof. 
Definition of midpoint
500
Find the missing side. 
sqrt(112)~~10.58