
Tawa College - Junior - Revision of Angles
Presentation
•
Mathematics
•
8th - 10th Grade
•
Easy
Lynley MacEwan
Used 3+ times
FREE Resource
12 Slides • 118 Questions
1
Revision of Angles
This lesson is to help you revise for the Angles Test
You can do this as many times as you like. Read the lessons carefully.
Take notes if you need to, Watch the videos if you want to.
2
Types of Angles
3
Multiple Choice
Identify this angle
Obtuse angle
Reflex angle
Straight angle
Acute angle
4
Multiple Choice
Measure of a right angle is
180⁰
90⁰
100⁰
80⁰
5
Multiple Choice
The measure of the angle of a straight line
10⁰
180⁰
40⁰
90⁰
6
Multiple Choice
Identify this angle
Right angle
Obtuse angle
Acute angle
Straight angle
7
Multiple Choice
What type of angle is shown here?
Acute
Obtuse
Reflex
Right
8
Multiple Select
Identify all the ACUTE angles...
37o
135o
23o
4o
175o
9
Multiple Select
Identify all the OBTUSE angles...
87o
245o
303o
164o
95o
10
Multiple Choice
What type of angle is shown here?
Acute
Obtuse
Reflex
Right
11
Multiple Choice
I am an angle. I measure 111 degrees. What type of angle am I?
acute angle
right angle
obtuse angle
straight angle
12
Multiple Select
Identify all the REFLEX angles...
187o
122o
203o
161o
145o
13
Naming Angles
14
Multiple Choice
Choose the correct name for the angle marked ∠4.
∠K
∠KVJ
∠LVK
∠JKV
15
Multiple Choice
Choose the correct name for the angle marked ∠3.
∠V
∠IJV
∠IVH
∠JVI
16
Multiple Choice
Name the vertex of the angle.
E
F
D
E, F, and D are vertices
17
Multiple Choice
Choose the correct name for the angle marked ∠6.
∠KVL
∠LKV
∠V
∠JKV
18
Multiple Choice
19
Multiple Choice
20
Multiple Choice
21
Multiple Choice
22
Using a protractor
Measuring Angles
Some text here about the tpic of discussion
23
Multiple Choice
Measure ∠c .
55°
65°
125°
135°
24
Multiple Choice
Measure ∠a .
40°
140°
25
Multiple Choice
Measure ∠b .
90°
180°
26
Multiple Choice
Measure ∠d .
21°
26°
34°
154°
166°
27
Multiple Choice
Measure ∠a .
70°
110°
180°
28
Multiple Choice
Measure ∠d .
50°
130°
180°
29
Multiple Choice
Measure ∠e .
45°
135°
155°
55°
30
Multiple Choice
What is the measurement of this angle?
104°
94°
86°
31
The first three angle rules
32
Multiple Choice
What is the value of angle a?
145
135
125
45
33
Multiple Choice
What is the geometric reason that ? = 75
vert opp <s are =
angles at a pt add to 360
<'s on str line add to 180
<'s in a tri add to 180
34
Fill in the Blanks
Type answer...
35
Fill in the Blanks
Type answer...
36
Multiple Choice
Work out the size of the missing angle
24
34
54
104
37
Fill in the Blanks
Type answer...
38
Fill in the Blanks
Type answer...
39
Multiple Choice
What is the size of the missing angle?
45
60
130
135
40
Multiple Choice
What is the size of the missing angle?
110
70
90
60
41
Multiple Choice
Work out the size of the missing angle
90
110
190
270
42
Fill in the Blanks
Type answer...
43
Multiple Choice
What is the geometric reason x = 84?
vert opp <'s are =
<'s in tri add to 180
<'s at a point add to 360
<'s on str line add to 180
44
Multiple Choice
What is the value of x?
53
67
57
133
45
Fill in the Blanks
Type answer...
46
Fill in the Blanks
Type answer...
47
Multiple Choice
Work out the size of the missing angle
265
170
115
95
48
Multiple Choice
Find the angle at x
105
75
180
85
49
Multiple Choice
Work out the size of the missing angle
40
140
220
240
50
Multiple Choice
What is the geometric reason x = 85
<'s in a tri add to 180
x<'s on a str line add to 180
<'s at a point add to 360
vert opp <'s are =
51
Angles in a triangle
1. The angles in a triangle add to 180 degrees
2. The base angles of an isosceles triangle are equal.
3. The angles in an equilateral triangle are 60 degrees
<D and <F are Base angles because are not between the equal length sides
52
Multiple Choice
53
Multiple Choice
54
Multiple Choice
55
Multiple Choice
A triangle has one angle that measure 45° and one that measures 60°. What is the measure of the third angle?
135°
75°
120°
105°
56
Multiple Choice
∠d =....0
130
100
65
55
57
Multiple Choice
Hint: x + x + x = 180
58
Fill in the Blanks
Type answer...
59
Fill in the Blanks
Type answer...
60
Fill in the Blanks
Type answer...
61
Fill in the Blanks
Type answer...
62
Multiple Select
Give the geometric reason for x = 41 degrees
Base <'s of isos tri are =
<'s in a tri add to 180
all <'s in an equil tri are 60
<'s on a str line add to 180
63
Multiple Choice
64
Angles on Parallel lines
1. Corresponding angles on parallel lines are equal
in this diagram the corresponding angles are
<1 and <5 <4 and <8 <2 and <6 <3 and <7
65
Angles on Parallel lines
2. Co-Interior angles on parallel lines add to 180 degrees
3. Alternate angles on parallel lines are equal
in this diagram the cointerior angles are
<1 and <8 <4 and <5 <2 and <7 <3 and <6
in this diagram the alternate angles are
<3 and <5 <4 and <6 <1 and <7 <2 and <8
66
Multiple Choice
Co-interior
Alternate
Vertically Opposite
67
Multiple Choice
Alternate Angles
Co-interior
Vertically opposite
68
Fill in the Blanks
Type answer...
69
Multiple Choice
Match the image with the angle size and reason.
m=55° (equal alternate angles on parallel lines)
m=55° (equal corresponding angles on parallel lines)
m=55° (supplementary co-interior angles on parallel lines)
m=55° (equal vertically opposite angles)
70
Multiple Choice
Given the following two parallel lines cut by a transversal.
Which pair of angles represents corresponding angles?
∠1 and ∠6
∠6 and ∠5
∠7 and ∠8
∠4 and ∠8
71
Multiple Choice
Match the image with the angle size and reason.
p=86° (equal alternate angles on parallel lines)
p=86° (equal corresponding angles on parallel lines)
p=94° (supplementary co-interior angles on parallel lines)
p=86° (equal vertically opposite angles)
72
Multiple Choice
Match the image with the angle size and reason.
m=132° (equal alternate angles on parallel lines)
m=132° (equal corresponding angles on parallel lines)
m=48° (supplementary co-interior angles on parallel lines)
m=132° (equal vertically opposite angles)
73
Multiple Choice
Match the image with the angle size and reason.
c=48° (equal alternate angles on parallel lines)
c=48° (equal corresponding angles on parallel lines)
c=42° (supplementary co-interior angles on parallel lines)
c=48° (equal vertically opposite angles)
74
Multiple Choice
Match the image with the angle size and reason.
l=80° (alternate angles on parallel lines are =)
l=80° (corresponding angles on parallel lines are =)
l=100° (co-interior angles on parallel lines are supp)
l=80° (equal vertically opposite angles are =)
75
Multiple Choice
Match the image with the angle size and reason.
m=134° (equal alternate angles on parallel lines)
m=134° (equal corresponding angles on parallel lines)
m=46° (supplementary co-interior angles on parallel lines)
m=134° (equal vertically opposite angles)
76
Multiple Choice
Match the image with the angle size and reason.
q=72° (equal alternate angles on parallel lines)
q=72° (equal corresponding angles on parallel lines)
q=108° (supplementary co-interior angles on parallel lines)
=72° (equal vertically opposite angles)
77
Multiple Choice
Match the image with the angle size and reason.
f=21° (equal alternate angles on parallel lines)
f=21° (equal corresponding angles on parallel lines)
f=69° (supplementary co-interior angles on parallel lines)
f=21° (equal vertically opposite angles)
78
Multiple Choice
Match the image with the angle size and reason.
m=55° (equal alternate angles on parallel lines)
m=55° (equal corresponding angles on parallel lines)
m=125° (supplementary co-interior angles on parallel lines)
m=55° (equal vertically opposite angles)
79
Multiple Choice
Match the image with the angle size and reason.
y=115° (equal alternate angles on parallel lines)
y=115° (equal corresponding angles on parallel lines)
y=65° (supplementary co-interior angles on parallel lines)
y=115° (equal vertically opposite angles)
80
Multiple Choice
Match the image with the angle size and reason.
x=135° (equal alternate angles on parallel lines)
x=135° (equal corresponding angles on parallel lines)
x=45° (supplementary co-interior angles on parallel lines)
x=135° (equal vertically opposite angles)
81
Multiple Choice
Match the image with the angle size and reason.
m=78° (equal alternate angles on parallel lines)
m=78° (equal corresponding angles on parallel lines)
m=102°
(co-interior angles on parallel lines)
m=78° (equal vertically opposite angles)
82
Multiple Choice
Match the image with the angle size and reason.
p=92° (equal alternate angles on parallel lines)
p=92° (equal corresponding angles on parallel lines)
p=88° (supplementary co-interior angles on parallel lines)
p=92° (equal vertically opposite angles)
83
Multiple Choice
Match the image with the angle size and reason.
n=110° (equal alternate angles on parallel lines)
n=110° (equal corresponding angles on parallel lines)
n=70°
(co-interior angles on parallel lines)
n=110° (equal vertically opposite angles)
84
Multiple Choice
Match the image with the angle size and reason.
m=90° (equal alternate angles on parallel lines)
m=90° (equal corresponding angles on parallel lines)
m=90° (supplementary co-interior angles on parallel lines)
m=90° (equal vertically opposite angles)
85
Multiple Choice
Match the image with the angle size and reason.
m=132° (equal alternate angles on parallel lines)
m=132° (equal corresponding angles on parallel lines)
m=48° (supplementary co-interior angles on parallel lines)
m=132° (equal vertically opposite angles)
86
Multiple Choice
Match the image with the angle size and reason.
q=110° (equal alternate angles on parallel lines)
q=110° (equal corresponding angles on parallel lines)
q=70° (supplementary co-interior angles on parallel lines)
q=110° (equal vertically opposite angles)
87
Multiple Choice
Match the image with the angle size and reason.
f=38° (equal alternate angles on parallel lines)
f=38° (equal corresponding angles on parallel lines)
f=142° (supplementary co-interior angles on parallel lines)
f=38° (equal vertically opposite angles)
88
Multiple Choice
Match the image with the angle size and reason.
a=62° (equal vertically opposite angles)
a=96° (equal vertically opposite angles)
a=158° (equal vertically opposite angles)
a=34° (equal vertically opposite angles)
89
Multiple Choice
Match the image with the angle size and reason.
m=24° (equal vertically opposite angles)
m=52° (equal vertically opposite angles)
m=76° (equal alternate angles on parallel lines)
m=76° (equal vertically opposite angles)
90
Interior Angles of a Polygon
Any polygons Interior angle sum is found by using the formula (n-2) x 180
2 less than the number of sides x 180
This is the minimum number of triangles it can be split into.
91
Multiple Choice
92
Multiple Choice
93
Fill in the Blanks
Type answer...
94
Multiple Choice
How many triangles are there in a polygon in relation to the number of sides?
2 less triangles than sides
2 more triangles than sides
2 times as many
sides divided by 2
95
Multiple Choice
What is the sum of the interior angles of a hexagon?
180 degrees
540 degrees
720 degrees
900 degrees
96
Multiple Choice
Which of these formulas can be used to calculate the sum of the interior angles in a polygon?
180(n+2)
180(n-2)
πr2
length x width
97
Multiple Choice
What is the sum of the interior angles of the polygon shown?
98
Multiple Choice
99
Multiple Choice
What is the sum of the interior angles for a 24-gon?
3,960
1580
4,280
100
Multiple Choice
Find the value of x.
110
90
130
120
101
Multiple Choice
What is the measure of each angle in a regular pentagon (5-sides)?
102
Multiple Choice
103
Exterior Angles of a Polygons
This works for any polygons, you just need to divide 360 by n, the number of sides and you will know one exterior angel of a regular polygon.
104
Multiple Choice
The following polygon is a Regular Pentagon. Find the measure of EACH EXTERIOR angle of the polygon.
50°
55°
72°
355°
105
Multiple Choice
What is the measure of one EXTERIOR angle of a regular octagon?
60
45
1080
135
106
Multiple Choice
What is the measure of EACH EXTERIOR angle of a regular 67-gon?
5.4
11700
3.2
113
107
Multiple Choice
Find the measure of EACH EXTERIOR angle of a 18-gon.
160°
360°
20°
2280°
108
Multiple Choice
109
Multiple Choice
Solve for x.
220
110
250
125
110
Multiple Choice
111
Multiple Choice
112
Using Angles theorems
Sometimes we have to use many steps with reasons to get to the answer.
e.g.
113
Multiple Choice
2k + 110 = 180
Solve for k
k = 35
k = 90
k = 55
k = 110
114
Multiple Choice
Solve for d
d = 120
d = 50
d = 90
d = 70
115
Multiple Choice
Solve for s
s = 71
s = 90
s = 11
s = 19
116
Multiple Choice
40°
50°
130°
150°
117
Multiple Select
A=40°
A=50°
B=130°
B=40°
B=90°
118
Fill in the Blanks
Type answer...
119
Fill in the Blanks
Type answer...
120
Bearings
121
Multiple Choice
the correct bearing?
122
Multiple Choice
123
Multiple Choice
124
Multiple Choice
125
Multiple Choice
126
Multiple Choice
What is
the Bearing
of A
from B?
127
Multiple Choice
What is
the Bearing
of A
from B?
128
Multiple Choice
Find the bearing of A from B
135o
315o
045o
45o
129
Multiple Choice
What are Bearings in maths?
A bearing is an angle, measured clockwise from the north direction.
A bearing is an angle, measured counter - clockwise from the north direction.
A bearing is an angle, measured clockwise from the east direction.
A bearing is an angle, measured counter - clockwise from the east direction.
Any normal angle
130
Multiple Choice
Find the shaded angle ABC
80o
145o
100o
135o
Revision of Angles
This lesson is to help you revise for the Angles Test
You can do this as many times as you like. Read the lessons carefully.
Take notes if you need to, Watch the videos if you want to.
Show answer
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