WorksheetsAngle Relationships
Total questions: 85
Worksheet time: 4hrs 8mins
Find the missing angle.
28°
118°
62°
180°
Find the value of y.
14
38
76
104
What is the measure of a? (Hint: All angles add up to 360)
(a)
These angles are the same because they are ______________?
Alternate Angles
Corresponding Angles
Vertically Opposite Angles
Co-Interior Angles
These angles add to 180o because they are ______________?
Co-Interior Angles
Corresponding Angles
Alternate Angles
Vertically Opposite Angles
These angles are the same because they are ______________?
Vertically Opposite Angles
Alternate Angles
Co-Interior Angles
Corresponding Angles
Calculate the missing angle.
110º
80º
70º
60º
Calculate the missing angle.
155º
35º
135º
145º
The angles are the same because they are _____________?
Alternate Angles
Corresponding Angles
Co-Interior Angles
Vertically Opposite Angles
The angles are the same because they are _____________?
Corresponding Angles
Alternate Angles
Vertically Opposite Angles
Co-Interior Angles
Calculate the missing angle.
132º
58º
48º
38º
Calculate the missing angle.
42º
138º
148º
32º
Calculate the missing angle.
125º
135º
55º
50º
Calculate the missing angle.
52º
128º
42º
122º
Calculate the missing angle.
110º
107º
73º
117º
Calculate the missing angle.
63º
43º
127º
53º
Calculate the missing angle.
130º
65º
50º
115º
Find the measure of angle 4
Alternate angle
37
Alternate angle
143
Corresponding angle
143
Corresponding angle
37
What is the size of angle b?
(a)
What is the size of angle c?
(a)
Select all the angles that are 65o
a
b
c
d
e
Which colour line is a transversal across parallel lines?
Blue
Red
Green
Which colour lines are transversal across parallel lines?
Yellow
Red
Green
Purple
Which colour lines are parallel lines?
Yellow
Red
Green
Purple
What is the size of angle g?
(a)
What is the size of angle f?
(a)
Select all the angles that are 99o
g
b
c
d
e
What is the size of x
(a)
What is the size of x?
(a)
What is the size of x?
(a)
What is the size of y?
(a)
What is the size of x?
(a)
What is the size of y?
(a)
What is the size of z?
(a)
What is the size of x?
(a)
What is the size of y?
(a)
Write down your reasoning in your book.
Write down your reasoning in your book.
What is the size of missing angle 'c'?
102 interior and alternate
78 corresponding and straight line
102 corresponding and vertically opposite
78 alternate and straight line
Write down your reasoning in to your book.
Write down your reasoning in your book.
Write down your reasoning in your book.
Write down your reasoning in your book.
Write down your reasoning in your book.
What type of angles are these?
Vertical angles
Supplementary angles
Adjacent angles
Find the value of x.
(a)
What type of angles are these?
Vertical angles
Complementary angles
Adjacent angles
Find the value of x
(a)
What type of angles are these?
Supplementary angles
Complementary angles
Linear pair
Find the value of x.
(a)
What type of angles are these?
Vertical angles
Complementary angles
Supplementary angles
Find the value of x.
(a)
What type of angles are these?
Vertical angles
Linear angles
Adjacent angles
Find the value of x.
(a)
What type of angles are these? Check 2!
Complementary
Supplementary
Adjacent angles
Linear pair
Find the value of x.
(a)
What type of triangle is shown?
Isosceles
Right-angled
Equilateral
Scalene
What type of triangle is shown?
Isosceles
Right-angled
Equilateral
Scalene
What type of triangle is shown?
Isosceles
Right-angled
Equilateral
Scalene
Which type of triangle is pictured?
Equilateral Triangle
Right angled Isosceles Triangle
Obtuse Isosceles Triangle
Obtuse Equilateral Triangle
Match the following triangles to the type.
Scalene
Isosceles
Equilateral
Name the angle form by lines DE and EF in the long form.
∠e
∠f
∠FED
∠FDE
Name the angle form by lines KL and ML in the long form.
∠LMK
∠KML
∠KLM
Which is the vertex of the angle?
X
Y
Z
D is the vertex of the angle.
True
False
Which is the vertex of the angle?
E
D
F
∠t = ∠______
∠STV
∠VUT
∠STU
∠VTU
∠KML = ∠______
m
l
k
Which is the correct way to name ∠q?
∠RqP
∠Q
∠PQR
Find the unknown angle d° .
(a)
Find the unknown angle y°
(a)
Find the unknown angle s° .
(a)
What is the measure of angle x if it is complementary to a 45° angle?
90°
135°
60°
45°
Find the measure of angle y if it is supplementary to a 120° angle.
150°
120°
60°
30°
Two angles are vertically opposite and one measures 85°. What is the measure of the other angle?
105°
85°
95°
75°
