Geometry Final Exam

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90 Terms

1
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<p>Identity the angles</p>

Identity the angles

A pair alternate exterior angles

<p>A pair alternate exterior angles</p>
2
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<p>Identity the angles</p>

Identity the angles

Corresponding angles

<p>Corresponding angles</p>
3
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<p>Bisector </p>

Bisector

B. 14

<p>B. 14</p>
4
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<p>Two angles that equal 180</p>

Two angles that equal 180

Supplementary angles

<p>Supplementary angles</p>
5
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<p>The figure </p>

The figure

Reflection

<p>Reflection </p>
6
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<p>The figure </p>

The figure

What is the line of reflection

<p>What is the line of reflection </p>
7
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<p>Vocab</p>

Vocab

Answers

<p>Answers</p>
8
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<p>What is parallel to the equation</p>

What is parallel to the equation

Answer .D) y=-3x-18

<p>Answer .D) y=-3x-18</p>
9
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<p>What is perpendicular to the equation?</p>

What is perpendicular to the equation?

Answer C) y= 5 over 2x -65

<p>Answer C) y= 5 over 2x -65</p>
10
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<p>What's the value of x </p>

What's the value of x

13

<p>13</p>
11
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<p>Which is true?</p>

Which is true?

AJ=BJ

<p>AJ=BJ</p>
12
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<p>Find m&lt;RST</p>

Find m<RST

4

<p>4</p>
13
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<p>What is the distance between (-3,-2) and (-4,-3)</p>

What is the distance between (-3,-2) and (-4,-3)

√26

<p>√26</p>
14
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<p>Find the midpoint </p>

Find the midpoint

(-2,0)

<p>(-2,0)</p>
15
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<p>Which is a representation of the statement?</p>

Which is a representation of the statement?

~p——>q

<p>~p——&gt;q</p>
16
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<p>Classify the the triangle be its length </p>

Classify the the triangle be its length

Equilateral

<p>Equilateral </p>
17
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<p>Classify the the triangle by its length </p>

Classify the the triangle by its length

Isosceles

<p>Isosceles </p>
18
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<p>If the figure is translated 6 units down, what are the coordinates?</p>

If the figure is translated 6 units down, what are the coordinates?

B) (3,-3)

<p>B) (3,-3)</p>
19
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<p>If Q is rotated 180 degrees, what are the coordinates </p>

If Q is rotated 180 degrees, what are the coordinates

C.) (-4,-1)

<p>C.) (-4,-1)</p>
20
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<p>Graph the translation of ABC 4 units up and 4 units down</p>

Graph the translation of ABC 4 units up and 4 units down

Answer:D

<p>Answer:D</p>
21
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<p></p>

Answer:D

<p>Answer:D</p>
22
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<p>What's the angle of rotation of figure M?</p>

What's the angle of rotation of figure M?

180

<p>180</p>
23
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<p>Find the Value of X</p>

Find the Value of X

33

<p>33</p>
24
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<p>Which contains a line of symmetry?</p>

Which contains a line of symmetry?

The Triangle

<p>The Triangle </p>
25
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<p>Which contains a line of symmetry?</p>

Which contains a line of symmetry?

The Star

<p>The Star</p>
26
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<p>What kinda angles are D and E?</p>

What kinda angles are D and E?

Supplementary

<p>Supplementary</p>
27
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28
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<p>What translation rule maps ABCD toA’B’C’D’</p>

What translation rule maps ABCD toA’B’C’D’

T{-1,0}

<p>T{-1,0}</p>
29
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30
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31
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32
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33
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34
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35
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36
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37
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<p>What is the value of x</p>

What is the value of x

X=3

<p>X=3</p>
38
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<p>Which can be used to prove triangles are congruent?</p>

Which can be used to prove triangles are congruent?

ASA, AAS , SAS

<p>ASA, AAS , SAS</p>
39
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<p>Which theorem can be used to prove that the triangles are congruent?</p>

Which theorem can be used to prove that the triangles are congruent?

ASA

<p>ASA</p>
40
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<p>What is the coordinates of B after the Pentagon is rotated 90 degrees</p>

What is the coordinates of B after the Pentagon is rotated 90 degrees

(-5,1)

<p>(-5,1)</p>
41
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<p>What are the coordinates of E after the Pentagon is rotated 270 degrees?</p>

What are the coordinates of E after the Pentagon is rotated 270 degrees?

(1,-2)

<p>(1,-2)</p>
42
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<p>Which is rule for the translation?</p>

Which is rule for the translation?

T{-5,5}

<p>T{-5,5}</p>
43
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<p>Which figures appear to be congruent?</p>

Which figures appear to be congruent?

I and IV

<p>I and IV</p>
44
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<p>What theorem show that ∆TNP≈∆TMQ?</p>

What theorem show that ∆TNP≈∆TMQ?

SAS

<p>SAS</p>
45
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<p>Which translation moves the image back to the original position?</p>

Which translation moves the image back to the original position?

T{5,-3}

<p>T{5,-3}</p>
46
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<p>Which theorem shows ∆ATC ≈∆BTD?</p>

Which theorem shows ∆ATC ≈∆BTD?

SAS

<p>SAS</p>
47
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<p>If DM=60, WHAT IS THE VALUE OF R?</p>

If DM=60, WHAT IS THE VALUE OF R?

11

<p>11</p>
48
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<p>If m&lt;NOP=37 and m&lt;NOQ=123, what is m&lt;POQ?</p>

If m<NOP=37 and m<NOQ=123, what is m<POQ?

86

<p>86</p>
49
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<p>What is the distance because A(2,9 and B(-2,6) Round the the nearest whole number?</p>

What is the distance because A(2,9 and B(-2,6) Round the the nearest whole number?

5

<p>5</p>
50
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<p>What is the value of x?</p>

What is the value of x?

12

<p>12</p>
51
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<p>What appear to be the next three numbers?</p>

What appear to be the next three numbers?

150,135,120

<p>150,135,120</p>
52
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<p>Which types of lines are coplanar and intersect at a right angles?</p>

Which types of lines are coplanar and intersect at a right angles?

Transversal

<p>Transversal</p>
53
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<p>The statement “Angles 1 is congruent to 3” is justified by the____?</p>

The statement “Angles 1 is congruent to 3” is justified by the____?

Vertical Angle Theorem

<p>Vertical Angle Theorem</p>
54
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<p>What is m&lt;1?</p>

What is m<1?

42

<p>42</p>
55
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<p>What is m&lt;2</p>

What is m<2

42

<p>42</p>
56
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<p>Which Conclusion can be made?</p>

Which Conclusion can be made?

A is Parallel to B

<p>A is Parallel to B</p>
57
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<p>If a||b and m&lt;1=65, what is the m&lt;2 ?</p>

If a||b and m<1=65, what is the m<2 ?

65

<p>65</p>
58
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<p>What is the value of Y?</p>

What is the value of Y?

83

<p>83</p>
59
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<p>What is the value of X?</p>

What is the value of X?

38

<p>38</p>
60
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<p>If m&lt;1=98 and m&lt;2=19, what is the m&lt;3?</p>

If m<1=98 and m<2=19, what is the m<3?

79

<p>79</p>
61
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<p>If m&lt;2=23 and m&lt;3=68, what is the m&lt;1?</p>

If m<2=23 and m<3=68, what is the m<1?

91

<p>91</p>
62
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63
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<p>Which equation represents a line that is parallel to the line with equation y=2x+1 select all that apply?</p>

Which equation represents a line that is parallel to the line with equation y=2x+1 select all that apply?

A) y=2x-8 D) -2x+y=9

<p>A) y=2x-8      D)  -2x+y=9</p>
64
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<p>Find X</p>

Find X

80

<p>80</p>
65
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<p>What is the value of a?</p>

What is the value of a?

150

<p>150</p>
66
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<p>Which of the following statement is true?</p>

Which of the following statement is true?

The circumcenter lies on line BD

<p>The circumcenter lies on line BD</p>
67
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<p>In a rhombus,the diagonals are___?</p>

In a rhombus,the diagonals are___?

Perpendicular

<p>Perpendicular </p>
68
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<p>Find the X</p>

Find the X

3

<p>3</p>
69
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<p>Find the value of 1</p>

Find the value of 1

29

<p>29</p>
70
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<p>Find the value of x</p>

Find the value of x

1

<p>1</p>
71
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<p>What is the value of YZ</p>

What is the value of YZ

YZ=32

<p>YZ=32</p>
72
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<p>List the side from shortest to longest </p>

List the side from shortest to longest

MO - NO -MN

<p>MO - NO -MN</p>
73
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<p>(2,0),(3,-1)(-2,-5) are dilated by 3, what are the coordinates?</p>

(2,0),(3,-1)(-2,-5) are dilated by 3, what are the coordinates?

(6,0)(9,-3)(-6,-15)

<p>(6,0)(9,-3)(-6,-15)</p>
74
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<p>A scale factor less than 1 means____?</p>

A scale factor less than 1 means____?

That the image will be a reduction of the pre-image

<p>That the image will be a reduction of the pre-image</p>
75
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<p>If k=(k is scale factor), then a dilation will result in a(n)_____?</p>

If k=(k is scale factor), then a dilation will result in a(n)_____?

Enlargement

<p>Enlargement </p>
76
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<p>Are the two triangles similar?</p>

Are the two triangles similar?

NO

<p>NO</p>
77
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<p>Are the two triangles similar?</p>

Are the two triangles similar?

YES

<p>YES</p>
78
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<p>Solve for x if ABC is similar to FEF</p>

Solve for x if ABC is similar to FEF

X=12

<p>X=12</p>
79
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<p>Solve for X if ABC is similar to FEF </p>

Solve for X if ABC is similar to FEF

X=21

<p>X=21</p>
80
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<p>Identity the scale factor from the first point to the next point.</p>

Identity the scale factor from the first point to the next point.

B) 1/9

<p>B) 1/9</p>
81
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<p>Identity the scale factor from the first point to the next point.</p>

Identity the scale factor from the first point to the next point.

C) 2

<p>C) 2</p>
82
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<p>Identity the scale factor from the first point to the next point.</p>

Identity the scale factor from the first point to the next point.

C) 6

<p>C) 6</p>
83
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<p>What is a ratio?</p>

What is a ratio?

A comparison between 2 quantities

<p>A comparison between 2 quantities</p>
84
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<p>How are these triangles similar using what Theorem?</p>

How are these triangles similar using what Theorem?

B) SSS~

<p>B) SSS~</p>
85
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<p>What does Proportional mean?</p>

What does Proportional mean?

The length of corresponding sides of similar figures from equivalent fractions

<p>The length of corresponding sides of similar figures from equivalent fractions</p>
86
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<p>Sin C</p>

Sin C

3 over 5

<p>3 over 5</p>
87
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<p>What is the value of X</p>

What is the value of X

8cm

<p>8cm</p>
88
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<p>Find the missing angle to the nearest degree in the triangle </p>

Find the missing angle to the nearest degree in the triangle

40

<p>40</p>
89
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<p>Solve for X</p>

Solve for X

4

<p>4</p>
90
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<p>Which rato represents the tangent of ∆ABC</p>

Which rato represents the tangent of ∆ABC

5 over 12

<p>5 over 12</p>