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Angle Multiples of 90°

In this worksheet, students must identify angles which are multiples of 90° by counting right angles.

'Angle Multiples of 90°' worksheet

Key stage:  KS 2

Curriculum topic:  Geometry: Properties of Shapes

Curriculum subtopic:  Identify Angles at a Point

Difficulty level:  

Worksheet Overview

QUESTION 1 of 10

Look at this diagram which shows four right angles placed next to each other at a point.

 

Four right angles

 

Here is 1 right angle, which is 90°.

 

1 right angle 90

 

Here are 2 right angles put together, giving an angle of 180°.

2 × 90° = 180°

 

2 right angles 180

 

Here are 3 right angles put together, giving an angle of 270°.

3 × 90° = 270°


3 right angles 270            

 

Here are 4 right angles put together, giving an angle of 360°.

4 × 90° = 360°

 

4 right angles 360

Look at the diagram.

Select the correct value for the angle shown by the question mark.

 

Angle

90°

180°

270°

360°

Look at the diagram.

Select the correct value for the angle shown by the question mark.

 

Angle

90°

180°

270°

360°

Look at the diagram.

Select the correct value for the angle shown by the question mark.

 

Angle

90°

180°

270°

360°

Look at the diagram.

Select the correct value for the angle shown by the question mark.

 

Angle

90°

180°

270°

360°

Look at the diagram.

Select the correct value for the angle shown by the question mark.

 

Angle

90°

180°

270°

360°

Look at the diagram.

Select the correct value for the angle shown by the question mark.

 

Angle

90°

180°

270°

360°

Look at the diagram.

Select the correct value for the angle shown by the question mark.

 

Angle

90°

180°

270°

360°

Look at the diagram.

Select the correct value for the angle shown by the question mark.

The angle goes right round as shown.

 

Angle

90°

180°

270°

360°

Look at the diagram.

Select the correct value for the angle shown by the question mark.

 

Angle

90°

180°

270°

360°

Look at the diagram.

Select the correct value for the angle shown by the question mark.

 

Angle

90°

180°

270°

360°

  • Question 1

Look at the diagram.

Select the correct value for the angle shown by the question mark.

 

Angle

CORRECT ANSWER
90°
EDDIE SAYS
One right angle.
  • Question 2

Look at the diagram.

Select the correct value for the angle shown by the question mark.

 

Angle

CORRECT ANSWER
180°
EDDIE SAYS
Two right angles.
  • Question 3

Look at the diagram.

Select the correct value for the angle shown by the question mark.

 

Angle

CORRECT ANSWER
360°
EDDIE SAYS
Four right angles.
  • Question 4

Look at the diagram.

Select the correct value for the angle shown by the question mark.

 

Angle

CORRECT ANSWER
180°
EDDIE SAYS
Two right angles.
  • Question 5

Look at the diagram.

Select the correct value for the angle shown by the question mark.

 

Angle

CORRECT ANSWER
270°
EDDIE SAYS
Three right angles.
  • Question 6

Look at the diagram.

Select the correct value for the angle shown by the question mark.

 

Angle

CORRECT ANSWER
90°
EDDIE SAYS
One right angle.
  • Question 7

Look at the diagram.

Select the correct value for the angle shown by the question mark.

 

Angle

CORRECT ANSWER
360°
EDDIE SAYS
Four right angles.
  • Question 8

Look at the diagram.

Select the correct value for the angle shown by the question mark.

The angle goes right round as shown.

 

Angle

CORRECT ANSWER
270°
EDDIE SAYS
Three right angles.
  • Question 9

Look at the diagram.

Select the correct value for the angle shown by the question mark.

 

Angle

CORRECT ANSWER
180°
EDDIE SAYS
Two right angles.
  • Question 10

Look at the diagram.

Select the correct value for the angle shown by the question mark.

 

Angle

CORRECT ANSWER
270°
EDDIE SAYS
Three right angles.
---- OR ----

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