Formulas
Algebraic Geometry(line segments)
Algebraic Geometry(Angles)
Definitions/Mixed review
100
What is the midpoint of the segment with endpoints A(-3,3) and B(5, 5)
Midpoint= (1,4)
100
N is the midpoint of segment MP. Find MP:
MP= 22
100
What is the measure of <ABD
<ABD= 61
100
Given that M is the midpoint of segment DE, find the value of MD:
DM= 41
200
What is the midpoint of the segment AB with endpoints at A(4,1) and B(10,5).
Midpoint= (7,3)
200
RS=32
200
AB bisects <CAD. Find the value for x.
x = 8
200
What does Bisect mean?
To cut into 2 congruent parts
300
What is the length of segment EF with endpoints E(0,0) and F(6,8)
Distance = 10
300
Point P is the midpoint of CD. If CP= 5x – 14 and PD= 7x – 52, find the value of x and find the length of CD.
x=19
CD=162
300
Find the value of x and the measure of the angles cut by the bisector:
x=20
Measure of Angles cut by bisector: 75o
300
Define "Complementary Angles"
2 angles that sum to 90o
400
Find the length of segment FG with endpoints F(1,3) and G(7,6). Put your answer in simplest radical form.
3sqrt5
400
If BC = 6x + 4, AC = 52, and AB = 4x + 8, solve for x
x=4
400
The measure of angle DEF = 44 degrees, the measure of angle FEG is 7x-23 degrees and the measure of angle DEG is 14x degrees. Solve for x.
x=3o
400
Define "Supplementary Angles"
2 Angles that sum to 180o
500
What is the distance between points A (3,6) and B (-1,-2) in simplest radical form?
3sqrt11
500
M is the midpoint of AB. Find the coordinates of the endpoint given the following coordinates: A(4, 14) and M (14, 12).
midpoint= (24,10)
500
In the diagram below, ∠ABC is a right angle. If m∠ABD = 2x – 10 and m∠CBD = 4x – 6, find the value of x and m<ABD and m<CBD. *****
x= 18
<ABD= 26
<CBD= 66
500
x=9