Name all Points present in this Diagram

What is mean for two lines to be parallel?
When two lines never intersect each other, especially when they have the same slope
What transformation can be related to a mirror image of something?
A reflection
What type of triangle is this?

Isosceles
A = 8ft B = 5 ft = C = 7ft
BCA
Equal
Equal
Classify and Identify angle LHG

Angle LHG = Acute and 70 Degrees
What is the relationship between angle 1 and angle 2. What is the measurement of each angle?

These angles are corresponding angles. Both angle 1 and 2 are 117 degrees
What is a rigid motion? List some examples.
A transformation that keeps the size of the shape.
Examples: translation, rotations, reflections
Which congruence method should we use to prove that these two triangles are congruent

AAS
X is the midsegment in this triangle. What is the value of X?
Solve for X and Y

x = 9
y= 112 degrees
Find the lengths of each segment. Are these segments congruent? (Hint: Use Distance formula!)

Yes, Both Segments are 3 Long!
What do corresponding and vertical angles have in common?
They both create congruent angle pairs.
Determine if this shape (A regular Pentagon). Has any lines of symmetry, if so how many.
Identify congruent sides and congruent angles

L = X
W=K
M=Y
LM = XY
MK = YW
KL = WX
Find the value of angle JFH
38 degrees
This person says the following shape and works out the problem as pictured below. What is the error present in their work.

Identify the segment bisector, and solve for the length of ST
Segment Bisector= Line L
ST = 30 units
What is the value of x in this question? What is the measure of the acute angle?

X= 15 and the acute angle = 30 degrees
Find the scale factor from P to P'. Then tell me if this dilation is an enlargement or a reduction

Scale factor is k = 3/7 this is a reduction
Solve for x

x = 26
Is it possible to make a triangle with the following sidelengths
1ft, 8 ft, 17ft
No, the inequalities do not work out
JL = 5x+13 and KM = 10x-2
What is the value of X?
x = 3
Find the value of x and the value of the following angles

Angle WXY = 23 degrees
Angle YXZ = 67 degrees
x= 9
Which line is perpendicular to line d? Show evidence
Line C is perpendicular to line D because the slopes are opposite reciprocals

Rotations of 90 -> (a,b) -> (-b,a)
After First Step
V' (-3, -3) W' (0,2)
After Rotation
V'' (3, -3) W'' (-2,0)
ABC is equiangular
angle A = 6x+18,
angle B = 3x +2y
what is the value of x and y
Solve for X

x = 4
Solve for each of the numbered angles in the following rhombus

1 = 90 degrees
2 = 43 degrees
3= 43 degrees
4= 47 degrees