@Look at the diagram. All of the marked angles, added together, make:
#point1
360
180
90

@Look at the diagram. If z=47, y=150 and x=70 what is the value of angle w?
#point1
93
110
63

@Look at the diagram. If w=86, x=80 and z=70 what is the size of angle y?
#point1
124
484
56

@Look at the diagram. The two angles when added together make:
#point2
180
90
360

@Look at the diagram. If angle y=130 then what is angle x?
#point2
50
130
40

@Look at the diagram. If angle x=45 then angle y is:
#point2
135
45
315

@Look at the diagram. The acute angle is:
#point2
Angle x
Angle y
Neither angle is acute

@Look at the diagram. Which angle is obtuce?
#point2
Angle y
Angle x
Neither angle is obtuce

@Look at the diagram. All the angles added together make:
#point3
360
180
720

@Look at the diagram. Which one of the following are vertically opposite angles?
#point3
x and z
y and x
w and z

@Look at the diagram. Which one of the following are vertically opposite angles?
#point3
w and y
z and w
x and y

@Look at the diagram. Angles w and z add up to:
#point3
180
360
90

@Look at the diagram. If angle w=80 then angle y is:
#point3
80
100
20

@Look at the diagram. If angle x=115 then angle y is:
#point3
65
115
25

@Look at the diagram. Decide which of the following statements is correct.
#point3
Angles y and w are the same and angles x and z are the same
Angles y and x are the same and angles z and w are the same
angles x and w are the same and angles y and z are the same

@Look at the diagram. Angles m and r are:
#point4
A pair of interior angles
Alternate angles
Corresponding angles

@Look at the diagram. Angles m and s are:
#point4
Alternate angles
Corresponding angles
Not releated to each other in any way

@Look at the diagram. Which pairs of angles, added together, do NOT make 180?
#point4
Angles m and s
Angles m and n
Angles m and r

@Look at the diagram. If angle m=70 what is the value of angle r?
#point4
130
70
20

@Look at the diagram. If angle s=65 then angle n is:
#point4
115
65
25